Load data and libraries

##################
# LOAD LIBRARIES #
##################
library(tidyverse)
library(Seurat)
library(SeuratObject)
library(tidyseurat)
library(hdWGCNA)
library(ggpubr)
library(cowplot)
library(patchwork)
library(openxlsx)
library(readxl)

source("../../bin/spatial_visualization.R")
source("../../bin/plotting_functions.R")

#########
# PATHS #
#########
input_dir <- "../results/03_clustering_st_data/"
result_dir <- "./Figures/06/"
if( isFALSE(dir.exists(result_dir)) ) { dir.create(result_dir,recursive = TRUE) }


ord <-  c("Superficial","Upper IM","Lower IM","Basal","1","4","0","3","2","9","10","11","12")
sample_id <- c("P020", "P045", "P050", "P057",
        "P008", "P031", "P080", "P044", "P026", "P105", 
        "P001", "P004", "P014", "P018", "P087", "P118",
        "P021", "P024", "P067", "P081", "P117" ) %>% set_names()

#############
# LOAD DATA #
#############
meta <- read_csv("../../data/ST-samples_metadata.csv")
DATA <- readRDS(paste0("../../results/09_hdWGCNA/","hdWGCNA_3771DEGs_Seurat.RDS"))
enrich_df <- readRDS(paste0("../../results/09_hdWGCNA/New_3771DEGs/", "Enrichment.RDS"))

dataset_names <- c("ASV_Luminal_raw_counts", # Tissue, Boston run 1 (108 samples)
                   "ASV_Tissue_raw_counts")  # Tissue, Boston run 2+1 (93 sample)
datasets <- map(dataset_names, 
  ~read_excel(paste0("../../data/", "Suppl.Tbl.01 Abundance, diversity, BCs and ASV counts.xlsx"), sheet = .x)) %>% 
  set_names(., dataset_names)

#################
# COLOUR PALLET #
#################
col_epi <- c("#E41A1C","#FF7F00","#C77CFF","#984EA3")
col_submuc <- c("#CD9600","#00A9FF","#e0e067","#7CAE00","#377EB8","#00BFC4",NA, NA,"#984EA3", "#FF61CC","#FF9DA7")
col_trajectory <- c("grey70", "orange3", "firebrick", "purple4")

col_feat <- c("#EFEDF5", "#DADAEB", "#BCBDDC", "#9E9AC8", "#807DBA", "#6A51A3", "#54278F", "#3F007D") # Purples
# this code is an attempt at extracting the hirarchical relationship between GO terms
# in order to compress the GO results into more higer level functions which would be more 
# easily visualized. 
# Its not super refined in its current state
######################
# ENRICHMENT RESULTS #
######################
path <- "/Users/vilkal/work/Brolidens_work/Projects/Spatial_Microbiota/results/07_GSEA_st_data/Clus_4_GO_BP_goa_human_functional_classification.tsv"
df <- read.delim(path, header=TRUE)
df <- read_tsv(path) %>%
  separate(col = `Process~name`, into = c("goID", "Term"), sep = "~") %>%
  arrange(`Benjamini and Hochberg (FDR)`) %>%
  filter(num_of_Genes >= 5)

go_list <- as.list(GOBPPARENTS[df$goID])
# Convert to tibble
go_tibble <- imap_dfr(go_list, ~{
  tibble(
    GO_term = .y,
    relation = names(.x),
    target = unname(.x)
  )
})
length(df$goID)
length(intersect(df$goID, go_tibble$GO_term))

###################
# GO SLIM SUMMARY #
###################
# GO slim is a simplified version of the full Gene Ontology.
# It contains high-level terms to give a broad overview without detailed specificity.
# every GO term should belong to one or more GO slim top level categories
library(GO.db)
library(GSEABase)
path_slim <- "/Users/vilkal/work/Brolidens_work/Projects/Spatial_DMPA/resources/goslim_agr.obo"
slim <- getOBOCollection(path_slim)

goterms <- tibble("Term"=Term(GOTERM), "id"=names(Term(GOTERM))) %>%
  mutate(t = paste0("GOBP_", toupper(.$Term)) ) %>%
  mutate(t = gsub(x = .$t, " |-|, |/","_" ))
go <- set_names(goterms$Term, goterms$id)

# collection of significant genes:
collection <- GOCollection(na.omit(df$goID), ontology="BP")

slim_df <- goSlim(collection, slim, "BP")

mappedIds <- function(goID, collection){
  # this function identifies all children for a set of supplied goIDs
  # goID should be a set of higher level terms you want to use to describe your lower levels terms
  # collection is all your goIDs that you found significant
    map <- as.list(GO.db::GOBPOFFSPRING[goID]) # gets offspring of goIDs
    mapped <- lapply(map, intersect, ids(collection)) # removes terms that was not sig.from among the children  
    
    df <- tibble("go_ids"=  mapped,
           "go_terms" = map(mapped, ~paste(go[.x]), collapse = ";") ) # paste(go[unlist(mapped)], collapse = ";")
    df
}

# the 21 top level categories in GOslim:
slim_goIDs <- c("GO:0000003", "GO:0002376", "GO:0005975", "GO:0006259", "GO:0006629",
                "GO:0007049", "GO:0007610", "GO:0008283", "GO:0009056", "GO:0012501",
                "GO:0016043", "GO:0016070", "GO:0019538", "GO:0023052", "GO:0030154",
                "GO:0032502", "GO:0042592", "GO:0050877", "GO:0050896", "GO:0051234",
                "GO:1901135")
df_slim <- mappedIds(slim_goIDs, collection) %>%
  mutate(slim_id = names(go_ids),
         slim_term = go[names(go_ids)],
         count = map_int(.$go_ids, ~length(.x)))

df_slim_long <- df_slim %>% 
  unnest(c(go_ids, go_terms)) %>%
  dplyr::select(slim_id, slim_term, go_ids, go_terms)

#######################################
# IDENTIFY MULTIPLE LEVELS OF GO TERMS #
########################################
# The GO hierarchy is a graph structure with branches that represent relationships between biological terms
# "is_a" denotes a subtype relationship (e.g., lysosomal membrane is a membrane).
# "part_of" indicates component membership (e.g., nucleus is part of a cell).
# this code tries to capture this information in a table format
d <- go_tibble %>%
  #filter(relation == "part of") %>%
  filter(GO_term %in% df$goID ) %>%
  left_join(dplyr::select(goterms,Term1="Term", id), by = c("target"="id")) %>%
  rowwise() %>%
  mutate(next_lvl = if (target %in% names(go_list) && "part of" %in% names(go_list[[target]]))
    go_list[[target]][["part of"]] else NA) %>%
  # Second: Fill in 'isa' if 'next_lvl' is still NA and 'isa' is available
  mutate(next_lvl = if (is.na(next_lvl) && target %in% names(go_list) && "isa" %in% names(go_list[[target]])) {
    go_list[[target]][["isa"]] } else { next_lvl }) %>%
  #mutate(next2_lvl = if (is.na(next_lvl) && next_lvl %in% names(go_list) && "part of" %in% names(go_list[[next_lvl]]))
    #go_list[[next_lvl]][["part of"]] else NA) %>%
  ungroup() %>%
  left_join(dplyr::select(goterms, Term2="Term", id), by = c("next_lvl"="id")) %>%
  left_join(dplyr::select(df_slim_long, slim_id, slim_term, go_ids), by = c("GO_term"="go_ids")) %>%
  mutate(comb = ifelse(is.na(slim_term), .$Term2, .$slim_term)) %>%
  # remove duplicate higher level terms by simply selecting the first:
  slice_head(n = 1, by = GO_term) %>%
  arrange(comb) 

length(unique(d$comb))
d %>% 
  nest(-comb)

df_ <- df %>%
  dplyr::select(1:8) %>%
  left_join(., dplyr::select(d, GO_term, Term2, slim_term, comb), by=c("goID"="GO_term")) %>%
  arrange(comb) %>%
  mutate(goID  = fct_inorder(goID ))

############
# PLOTTING #
############
# this is a lollipop plot with the size representing gene overlap and length p-value
# the color represent higher level GO categories
# however at the moment there is too many categories, 
# probably they will need manual cu-ration in a final step before they are publication ready
p <- ggplot(df_, aes(y = -log10(`P-value`), x = goID, col = comb)) +
    geom_col(width = .05, show.legend = F) +
    geom_point(aes(size = `percentage%`)) + theme_classic() + 
    theme(legend.position = "none")
    scale_fill_manual(values = col, aesthetics = c("fill", "colour")) +
##########################
# GET GENE MODULE SCORES #
##########################
# gets the genes that are apart of the pathway and gets average expression value for those genes
get_module.fun <- function(term, module){
  module <- enrich_df %>%
    bind_rows() %>%
    mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
    arrange(Adjusted.P.value) %>%
    filter(module == module) %>%
    filter(Term == term) %>% 
    .$Genes %>% .[1] %>%
    str_split_1(., ";")
}

map_df <- enrich_df %>%
  bind_rows() %>%
  mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
  group_by(module, db) %>% 
  top_n(., -5, Adjusted.P.value) %>% 
  ungroup() %>%
  mutate("MS"= paste0("MS", 1:nrow(.))) %>%
  mutate(Genes = map(Genes, ~str_split_1(.x, ";"))) %>% # str_trim(
  #mutate(Genes = map(Genes, ~str_trim(.x))) %>%
  select(., Term, MS, module, db, Genes) %>%
  mutate(MS = setNames(.[["MS"]], .$Term))

# l <- map2(terms, mod, ~get_module.fun(.x, .y))
l <- pmap(map_df, ~get_module.fun(..1, ..2)) %>% set_names(., map_df$Term)


# Manual selection of interesting terms
t <- c("skin development","Salmonella infection", "peptide cross-linking", 
  "extracellular matrix organization", "collagen fibril organization")
l <- l[t]

# DATA <- select(DATA, -starts_with("MS_"))
# https://www.waltermuskovic.com/2021/04/15/seurat-s-addmodulescore-function/
DATA <- AddModuleScore(DATA, features = l, ctrl = 5, name = "MS", seed = 1)
#######################
# ADD MODULES TO DATA #
#######################
# get module eigengenes and gene-module assignment tables
MEs <-  DATA@misc[["vis"]][["MEs"]]# GetMEs(DATA) 

# add the MEs to the seurat metadata so we can plot it with Seurat functions
DATA@meta.data <- cbind(DATA@meta.data, MEs)
##############
# DATA PREPP #
##############
# cur_enrich <- c("MS3", "MS12","MS16", "MS17", "MS23", "MS28", "MS37", "MS48")
# cur_enrich <- c("MS22", "MS12","MS27", "MS53")
# cur_enrich <- c("MS2","MS37","MS27","MS24","MS15","MS45", "MS53", "MS47", "MS51")
# cur_enrich <- colnames(SM.data)[-1] %>% split(., ceiling(seq_along(.)/5))

taxa <- c('L. crispatus/acidophilus','L. iners','L. jensenii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri/oris/frumenti/antri',
        'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
        'Anaerococcus','Escherichia/Shigella','Dialister','Mycoplasma',
        'Bifidobacterium')
gr <- "groups"

# get bacterial abundance
bact <- datasets[["ASV_Luminal_raw_counts"]] %>% 
   pivot_longer(-1, names_to = "ID") %>% 
   mutate(Genus_taxa_luminal = ifelse(.$Genus_taxa_luminal %in% taxa, .$Genus_taxa_luminal, "other")) %>%
   filter(ID %in% sample_id) %>%
   summarize(value = sum(value), .by = c("Genus_taxa_luminal", "ID")) %>%
   {. ->> bact_count} %>%
   group_by( ID ) %>%
   mutate(value = value/sum(value)) %>%
   filter(Genus_taxa_luminal %in% taxa) %>%
   pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

bact_count <- bact_count %>% pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

# add bact and Var to DATA
DATA <- DATA %>% 
  #select(-any_of(taxa)) %>%
  left_join(., bact, by=c( "orig.ident"="ID")) %>%
  left_join(., select(meta, ID, Nugent="Nugent_Score_v3", sexwork_months, age, Estradiol="Plasma_S_Estradiol_pg_mL_v3"), by=c( "orig.ident"="ID"))

############
# FUNCTION #
############
ModuleEnrichCorrelation <- function(cur_enrich, traits, gr, star = F, cor_val = T, mean_val=T){
  # GET CORELATIONS
  mods <- cur_enrich
  
  if(mean_val){
    temp <-  DATA@meta.data[, c(cur_enrich, gr, "orig.ident", traits)]
    temp <- summarise(temp, across(everything(), .fns = mean), .by = any_of(c("orig.ident", gr, traits)))
    MEs <- temp[,cur_enrich]
    trait_df <- temp[,traits]
    meta <- temp
  }else{
    MEs <-  DATA@meta.data[, cur_enrich]
    trait_df <- DATA@meta.data[, traits]
    meta <- DATA@meta.data
    }
      if (length(traits == 1)) {
          trait_df <- data.frame(x = trait_df)
          colnames(trait_df) <- traits
      }
    
  # create empty lists:
      cor_list <- list()
      pval_list <- list()
      fdr_list <- list()
      # do correlation matrix with all spots:
      temp <- Hmisc::rcorr(as.matrix(trait_df), as.matrix(MEs), 
          type = "spearman")
      cur_cor <- temp$r[traits, mods]
      cur_p <- temp$P[traits, mods]
      p_df <- cur_p %>% reshape2::melt()
      if (length(traits) == 1) {
          tmp <- rep(mods, length(traits))
          tmp <- factor(tmp, levels = mods)
          tmp <- tmp[order(tmp)]
          p_df$Var1 <- traits
          p_df$Var2 <- tmp
          rownames(p_df) <- 1:nrow(p_df)
          p_df <- dplyr::select(p_df, c(Var1, Var2, value))
      }
    # save results of all spots corelations to list:
    p_df <- p_df %>% dplyr::mutate(fdr = p.adjust(value, method = "fdr")) %>% 
          dplyr::select(c(Var1, Var2, fdr))
      cur_fdr <- reshape2::dcast(p_df, Var1 ~ Var2, value.var = "fdr")
      rownames(cur_fdr) <- cur_fdr$Var1
      cur_fdr <- cur_fdr[, -1]
      cor_list[["all_cells"]] <- cur_cor
      pval_list[["all_cells"]] <- cur_p
      fdr_list[["all_cells"]] <- cur_fdr
      trait_df <- cbind(trait_df, meta[, gr])
      colnames(trait_df)[ncol(trait_df)] <- "group"
      MEs <- cbind(as.data.frame(MEs), meta[, gr])
      colnames(MEs)[ncol(MEs)] <- "group"
    group_names <- levels(as.factor(meta[, gr]))
        
    trait_list <<- dplyr::group_split(trait_df, group, .keep = FALSE) %>% set_names(., group_names) %>% keep(., ~all(nrow(.x) >= 4))
    ME_list <<- dplyr::group_split(MEs, group, .keep = FALSE) %>% set_names(., group_names) %>% keep(., ~all(nrow(.x) >= 4))

      for (i in names(trait_list)) {
          temp <- Hmisc::rcorr(as.matrix(trait_list[[i]]), as.matrix(ME_list[[i]]), type = "spearman")
          cur_cor <- temp$r[traits, mods]
          cur_p <- temp$P[traits, mods]
          p_df <- cur_p %>% reshape2::melt()
          if (length(traits) == 1) {
              tmp <- rep(mods, length(traits))
              tmp <- factor(tmp, levels = mods)
              tmp <- tmp[order(tmp)]
              p_df$Var1 <- traits
              p_df$Var2 <- tmp
              rownames(p_df) <- 1:nrow(p_df)
              p_df <- dplyr::select(p_df, c(Var1, Var2, value))
          }
          p_df <- p_df %>% 
            dplyr::mutate(fdr = p.adjust(value, method = "fdr")) %>% 
            dplyr::select(c(Var1, Var2,fdr))
          cur_fdr <- reshape2::dcast(p_df, Var1 ~ Var2, value.var = "fdr")
          rownames(cur_fdr) <- cur_fdr$Var1
          cur_fdr <- cur_fdr[, -1]
          cor_list[[i]] <- cur_cor
          pval_list[[i]] <- cur_p
          fdr_list[[i]] <- as.matrix(cur_fdr)
      }
      mt_cor <- list(cor = cor_list, pval = pval_list, fdr = fdr_list)
      #return(mt_cor)
  
      # PLOT CORELATIONS
      col <- rev(c("#B2182B","#D6604D","#F4A582","#FDDBC7","#F7F7F7","#D1E5F0","#92C5DE","#4393C3","#2166AC"))
      library("ComplexHeatmap")
      P <- names(ME_list) %>%
        set_names() %>%
        imap(., ~Heatmap(na.omit(mt_cor$cor[[.x]]),
                         #col =circlize::colorRamp2(c(1, .75, .5, .25, 0, -.25, -.5, -.75, -1), rev(col)),
                         col =circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu", reverse = T), 
                         show_row_dend = F, show_column_dend = F, 
                         column_names_side = "top", column_names_rot = 0, 
                         name = .y,
                         column_names_centered = T,
                         
                         cell_fun = stars <- function(j, i, x, y, w, h, fill) {
                           # add value to min and max cor value:
                                if(cor_val){
                                  if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == max(mt_cor$cor[[.x]], na.rm = T)) {
                                    grid.text( round(max(mt_cor$cor[[.x]], na.rm = T), digits = 1), x, y)}
                                  if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == min(mt_cor$cor[[.x]], na.rm = T)) {
                                    grid.text(round(min(mt_cor$cor[[.x]], na.rm = T), digits = 1), x, y)}
                                  }else{NULL} 
                           # add significans stars:
                                if(star){
                                  if(mt_cor$fdr[[.x]][i, j] < 0.001) {
                                    grid.text( round(mt_cor$cor[[.x]][i, j], digits = 1), x, y)} # grid.text("***", x, y)} #star vs cor 
                                  else if(mt_cor$fdr[[.x]][i, j] < 0.05) {
                                    grid.text( round(mt_cor$cor[[.x]][i, j], digits = 1), x, y)} # grid.text("*", x, y)} # 
                                  }else{NULL} }
                         ) )
      l <- Legend(col_fun = circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu"),
                  legend_height = unit(7, units = "cm"), legend_width = unit(.5, units = "cm"))
      
      H_grob <- map(names(ME_list), ~grid.grabExpr(draw(P[[.x]], column_title=.x, show_heatmap_legend = FALSE)) ) 
      
      p <- wrap_plots(c(H_grob, list(grid.grabExpr(draw(l)))), ncol = 4, heights = 4)
    return(tibble(plot = list(p), cor_df = list(mt_cor)))
  
}

############
# PLOTING #
############
# plot all enrichment modules
# cur_enrich <- c("SM1","SM2", "SM3","SM4")
# p <- map(cur_enrich, ~ModuleEnrichCorrelation(.x, traits, gr="layers", cor_val = T)) %>% bind_rows()
cur_enrich <- c("SM1","SM2", "SM3","SM4")
traits <- taxa
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]

# ggsave("./Figures/06/ModuleCor_Bact.png", p$plot[[1]], width = 17, height = 15, limitsize = F, bg="white")
traits <- c("Nugent", "sexwork_months","age", "Estradiol")
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]

# ggsave("./Figures/03/ModuleCor_Var.png", p$plot[[1]], width = 17, height = 7, limitsize = F, bg="white")
# cur_enrich <- c("MS2", "MS22", "MS24", "MS12", "MS53")
# cur_enrich <- c("MS37","MS37", "MS27","MS12", "MS53")
cur_enrich <- c("MS1","MS2", "MS3","MS4", "MS5")
traits <- taxa
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=20, height=15, noRStudioGD = TRUE)
p$plot[[1]]

# ggsave("./Figures/03/EnrichCor_Bact.png", p$plot[[1]], width = 20, height = 15, limitsize = F, bg="white")
# to double check validity of correlation
df <- cbind(ME_list[["10"]],trait_list[["10"]], DATA %>% filter(layers == "10") %>% .[[c("orig.ident", "groups")]] )

  ggplot(df, aes(x=Sneathia, y=MS27, colour = groups)) +
  
  geom_jitter( alpha=.3) +
    geom_boxplot(aes(group = `orig.ident`), fill= "transparent", width=0.01) 
  
df <- df %>% summarise(across(everything(), .fns = mean), .by = c("orig.ident", "groups")) 
  
temp <- Hmisc::rcorr(as.matrix(df[["Prevotella"]]), as.matrix(df[["MS27"]]))
# NOT USED
# seems that using spearman which is rank based is also quite appropriate for abundance data
# We'll use the Euclidean distance for continuous variables
env_var <- DATA %>%
    summarise(., across(any_of(MS), .fns = mean), .by = any_of(c("orig.ident", "layers"))) %>%
    filter(grepl(paste0(l), .$layers)) %>%
    split(~layers, drop = T) %>%
    map(., ~ .x %>%
        column_to_rownames(., var = "orig.ident") %>% 
        select(., -layers)) #%>%
    #map(., ~dist(.x, method = "euclidean") )
  

bact_count <- column_to_rownames(bact_count,var = "ID")


# Initialize a list to store the results
mantel_results <- list()


# Loop through each environmental variable and each taxon
for (clus in names(env_var)[1]) { # names(env_var)
  # create empty lists:
  clus_list <- list()
  cor_list <- list()
  pval_list <- list()
  taxa_list <- list()
  fdr_list <- list()
  for (taxon in colnames(bact_count)[1:6]) {
    for (var in colnames(env_var[[clus]])[1:2]) {
      
      # Extract the vector for the current taxon
      taxon_vector <- bact_count[, taxon]
      
      # Extract the vector for the current environmental variable
      env_vector <- env_var[[clus]][, var]
      
      # Compute distance matrices (Euclidean distance is used for both in this case)
      taxon_dist <- vegdist(taxon_vector, method = "bray")
      env_dist <- dist(env_vector, method = "euclidean")
      
      # Perform the Mantel test
      temp <- mantel(taxon_dist, env_dist, method = "spearman")
      
      # Store the results in a list with proper labeling
      #result_label <- paste("clus:", clus, "- Taxon:", taxon, "- Env Var:", env_var)
      #mantel_results[[result_label]] <- mantel_test
      
    
      cur_cor <- temp$statistic
      cur_p <- temp$signif
      
      #cur_fdr <- cur_fdr[, -1]
      cor_list <- c(cor_list, cur_cor)
      pval_list <- c(pval_list, cur_p)
      taxa_list <- c(taxa_list, taxon)
      print("hello")
    }
    print("test")
    clus_list[[clus]] <- tibble("cor"= cor_list, "pval"=pval_list, "taxa"=taxa_list)
  }
}
#######################
# CORRELATION DOTPLOT #
#######################
cols <- c(rep(c("#56B4E9"), 4), rep(c("#009E73"), 6), rep(c("#CC79A7"),6), rep(c("#FC8D62"),5)) %>% set_names(., sample_id)

plot_cor.fun <- function(l, MS, taxa=NULL){
  if(is.null(taxa)){taxa <- colnames(bact)[-1]}
  # d <<- DATA %>%
  #   mutate(gr = paste0(.$orig.ident,"_", .$layers)) %>%
  #   DotPlot(., features=MS, group.by = 'gr', dot.min=0.1) %>%
  #   .$data %>%
  #   separate_wider_delim(., id, "_", names = c("id","layers")) %>%
  #   filter(grepl(paste0(l), .$layers)) %>%
  #   left_join(., select(bact,ID,any_of(taxa)), by=c( "id"="ID")) %>%
  #   pivot_longer(cols = -c(1:6)) %>%
  #   split(~layers) %>%
  #   map(., ~mutate(.x, txt = ifelse(value > 0.05, .$id, NA)))
    
  d <<- DATA %>%
    summarise(., across(any_of(MS), .fns = mean), .by = any_of(c("orig.ident", "layers"))) %>%
    filter(grepl(paste0(l), .$layers)) %>%
    left_join(., select(bact,ID,any_of(taxa)), by=c( "orig.ident"="ID")) %>%
    #left_join(., bact, by=c( "id"="ID")) %>%
    pivot_longer(cols = any_of(MS), names_to = "features.plot", values_to = "avg.exp") %>%
    pivot_longer(cols = any_of(taxa)) %>%
    mutate(name = factor(name, levels = taxa)) %>%
    split(~layers, drop = T) %>%
    map(., ~mutate(.x, txt = ifelse(value > 0.05, .$orig.ident, NA)))
  
  p <- imap(d, ~ggplot(.x, aes(x=value, y=avg.exp)) + 
      stat_cor( aes(x=value, y=avg.exp), method = "spearman",
                show.legend = F, label.x = .3, size=4) +
      geom_point( aes( col=orig.ident), show.legend = F, size=4) + # size=pct.exp,
      geom_text(aes(label= txt), colour = "gray60", size=5, vjust = -0.8) +
      theme_minimal() + coord_cartesian(clip = "off") + 
      scale_colour_manual(values = cols) +  # limits = c(0,2),oob = scales::squish
      ggtitle(.y)+
      theme(axis.text = element_text(size=rel(1) ),
            title = element_text(size=16 ),
            strip.text.x = element_text(size=14),
            panel.spacing.x = unit(1, "lines"),
            axis.title.x = element_blank(), plot.margin = unit(c(.2,1,0,.2), "lines") ) +
      facet_wrap(~name, ncol = 4) +
      scale_x_continuous(labels = scales::percent)
      #scale_x_continuous(sec.axis = sec_axis(~ . , name = .y, breaks = NULL, labels = NULL)) 
      )
  return(p)
}

# cur_enrich <- c("MS2", "MS22", "MS24", "MS12", "MS53")
# cur_enrich <- c("MS2","MS37","MS27","MS24", "MS53", "MS47", "MS51")
# cur_enrich <- c("MS15", "MS45")

cur_enrich <- c("SM4")
epi <- "Superficial|Basal|Upper IM|Lower IM"
sub <- "Basal|^1$|^2$|^10$"

taxa <- c("L. crispatus/acidophilus","Gardnerella", "Prevotella", "Atopobium") # , "L. gasseri/johnsonii/taiwanensis"
p <- plot_cor.fun(l=sub, MS=cur_enrich, taxa=taxa)

# dev.new(width=17, height=4, noRStudioGD = TRUE)
p$`1`

p$`10`

# ggsave("./Figures/06/Dotplot_Cor_Bact_Clus10.png", p$`10`, width = 17, height = 4, limitsize = F, bg="white")
# ggsave("./Figures/06/Dotplot_Cor_Bact_Clus1.png", p$`1`, width = 17, height = 4, limitsize = F, bg="white")

# pdf("./Figures/03/Corelation_dotplot_MS12.pdf", width = 17, height = 4*1)
# p
# dev.off()
# this was an attempt to replicate the figures in the manuscript i reviewed, 
# however after spending 1 and a half day of making this code work in a docker environment, 
# I realized that this program does not provide the hierarchical relationship between GO terms
###########################
# PREPARE GENE LIST FILES #
###########################
cd /Users/vilkal/work/Brolidens_work/Projects/Spatial_Microbiota/results/07_GSEA_st_data

pattern="*.txt"
file_list=()

while IFS= read -d $'\0' -r file ; do
  name=$(basename "$file")
  file_list=("${file_list[@]}" "$name")
done < <(find . -type f -name "$pattern" -print0)

echo "${file_list[@]}"

for file in "${file_list[@]}" ; do
  sed -i -e 's/"//g' "$file"
  done
  
for file in find . -type f -name "$pattern" -print0 ; do
  echo "$file"
  #sed -i -e 's/"//g' "$file"
  done
  
find . -name '*.txt' -print0 | 
    while IFS= read -r '' line; do 
        echo "$line"
        sed -i -e 's/"//g' "$file"
    done
    
for file in *.txt; do # Whitespace-safe but not recursive.
    echo "$file"
    sed -i -e 's/"//g' "$file"
done

cd geneSCF-master-source-v1.1-p2
./geneSCF-master-source-v1.1-p2/geneSCF -m=normal -i=./Clus_4_outfile.txt -o=./output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human

# program that clusters the genes according to enrichment 
##################
# INSTAL PROGRAM #
##################
# downloaded from git:
https://github.com/genescf/GeneSCF/archive/refs/tags/v1.1-p3.beta.tar.gz

# go to location of the downloaded program
cd /Users/vilkal/work/Brolidens_work/Projects/GeneSCF-1.1-p3.beta

###########################
# SET UP DOCKER CONTAINER #
###########################
# start a ubuntu docker container in the "bin" folder in bash mode:
docker pull bryanfisk/genescf:final # pull geneSCF container image from docker

docker run bryanfisk/genescf:final # create the container from the image
docker ps -a --format "table {{.Image}}\t{{.ID}}\t{{.Names}}" # get container name
docker start infallible_ganguly 
docker exec -it docker infallible_ganguly sh # run in interactive mode
mkdir -p /GeneSCF/input # create a new directory to copy files to

# get name and id of current container
docker ps 

# open a new terminal and go to location of the gene list files
# copy files from host to container:
tar -cv *.txt | docker exec -i infallible_ganguly tar x -C /usr/local/bin

for f in *.txt; do mv "$f" "$(echo "$f" | sed s/_outfile.txt//)"; done

###############
# RUN GeneSCF #
###############
# this only removed all the information from the files, so I did not do this for GO
# update to latest GO BP version:
#./prepare_database -db=GO_BP -org=goa_human
# update to latest KEGG version:
/prepare_database -db=KEGG -org=hsa

# run the analysis
# ./geneSCF -m=normal -i=./test/H0.list -o=./test/output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human
# NB! the output directory have to already exist
mkdir 
./geneSCF -m=normal -i=../Clus_4 -o=../output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human
./geneSCF -m=normal -i=../Clus_4 -o=../output/ -t=sym -db=KEGG -bg=20000 --plot=no -org=hsa

# copy the results from the container to the local system:
docker cp infallible_ganguly:/usr/local/bin/output/Clus_4_GO_BP_goa_human_functional_classification.tsv .
docker cp infallible_ganguly:./H0.list_GO_BP_functional_classification.tsv .
###########################
# VIOLIN PLOT ENRICH DEGs #
###########################
#  print(n = 54, map_df)
t <- map_df %>% filter(MS %in% cur_enrich) 
# f <- t$Genes[[7]]
f <- c("LRP1","TIMP2","TIMP3","TIMP1","RECK")
DAT <- DATA %>%
  filter((grepl("^1$|^4$|^0$|^3$|^2$|^10$", .$Clusters))) %>%
  #filter((grepl("^5$|^6$|7|8", .$Clusters))) %>%
  mutate(., FetchData(., vars = c(f)) ) %>%
  #violin.fun(., feature=f,facet="layers", group.by = "groups") 
  violin.fun(., feature=f,facet="feature", group.by = "groups") 
  VlnPlot(., features = f, ncol = 6, group.by = "groups")
##############
# FUNCTIONS #
#############
get_avg_id.fun <- function(col, dot, scale=TRUE){
  if(scale){avg <- "avg.exp.scaled"}else{avg <- "avg.exp"}
  gr <- c(rep(c("L1"), 4), rep(c("L2"), 6), rep(c("L3"),6), rep(c("L4"),5)) %>% set_names(., sample_id)
  p <- map(dot, ~as_tibble(pluck(.x, "data" ))) %>% map(., ~mutate(.x, avg.exp = setNames(.[[avg]], .$id)) )
  
  #id <- map(col, ~filter(DATA, sp_annot == "SubMuc")) %>% map(~.x %>% summarize(avg.exp = median(MS22), .by = "orig.ident") %>% rename(id="orig.ident")) %>%
    # median
  id <- map(col, ~summarize(DATA, avg.exp = median(.data[[.x]]), .by = "orig.ident")) %>% map(., ~rename(.x, id="orig.ident")) %>%
    # avg.exp
  #id <- map(col, ~DotPlot(DATA, features=.x, group.by = 'orig.ident')$data) %>% 
    map(~ .x %>% mutate(gr = gr[ as.character(.$id) ])  %>% 
           group_by(., gr)) %>%
    map2(., p, ~slice(.x, which.min(abs(avg.exp - .y[[avg]][cur_group_id()] ))) ) %>% map(., ~as.character(.$id))
  print( id )
  return(id)
}
##########################
# GET GENE MODULE SCORES #
##########################
# gets the genes that were 
get_module.fun <- function(term, module){
  module <- enrich_df %>%
    bind_rows() %>%
    mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
    arrange(Adjusted.P.value) %>%
    filter(module == module) %>%
    filter(Term == term) %>% 
    .$Genes %>% .[1] %>%
    str_split_1(., ";")
}



map_df <- enrich_df %>%
  bind_rows() %>%
  mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
  group_by(module, db) %>% 
  top_n(., -5, Adjusted.P.value) %>% 
  ungroup() %>%
  mutate("MS"= paste0("MS", 1:nrow(.))) %>%
  mutate(Genes = map(Genes, ~str_split_1(.x, ";"))) %>%
  select(., Term, MS, module, db, Genes) %>%
  mutate(MS = setNames(.[["MS"]], .$Term))

# l <- map2(terms, mod, ~get_module.fun(.x, .y))
l <- pmap(map_df, ~get_module.fun(..1, ..2)) %>% set_names(., map_df$Term)

# DATA <- select(DATA, -starts_with("MS_"))
# https://www.waltermuskovic.com/2021/04/15/seurat-s-addmodulescore-function/
DATA <- AddModuleScore(DATA, features = l, ctrl = 5, name = "MS", seed = 1)
# SM.data <- select(DATA@meta.data, contains("MS")) %>% as_tibble(rownames = "barcodes") 
# map(colnames(SM.data)[-1], ~max(SM.data[[.x]]))

enrich_modules_plot <- function(col, title, SM, ..., min_v=-1, max_v=2.5, id=NULL, dot_scaled=TRUE ){
  # dots 
  dot <<-  map(col, ~DotPlot(DATA, features=.x, group.by = 'groups', dot.min=0.1, scale = dot_scaled) + 
                 scale_colour_gradientn(colours = cols, limits = c(min_v,max_v),oob = scales::squish) +
                 scale_size_continuous(limits = c(0,100),range = c(.1,6)) + guides(colour = "none") )
  if(is.null(id)){id <- get_avg_id.fun(col, dot, scale=dot_scaled)}else{id <- map(title, ~id)}
  #dot <<-  DotPlot(DATA, features=col, group.by = 'groups', dot.min=0.1)$data %>% split(~features.plot)
  
  # plotting
  p <<- map2(col, id, ~plot_spatial.fun(DATA, sampleid=.y, max_val = 2.5, 
                 colors = cols, save_space = F, lab = T,
                 ncol = 4, annot_line = .1,
                 geneid=.x, 
                 point_size = 0.2, zoom="zoom") + 
        theme(plot.margin = unit(c(.9,0,0,0), "lines")) )
  # legend
  legend_d <- get_legend(dot[[1]] + theme(legend.title = element_blank())) # legend.margin=margin(0,0,0,0), 
  legend_p <- get_legend(p[[1]] + theme(legend.justification="left",legend.title = element_blank()) )
  legend <- plot_grid( legend_d, legend_p, ncol = 1)
  
  # add
  n <- pmap(list(p, dot), ~ggdraw(..1 + theme(legend.position = "none") ) +
    draw_plot(
      
      {..2 + theme_void() +  coord_flip(clip = "off") + 
          theme(legend.position = "none") }, #title= element_text(face = 'plain', size = 7, hjust = 0), 
      # {ggplot() + geom_point(data = .y, aes(x=id, y=features.plot, size=pct.exp, col=avg.exp), show.legend = F,) + 
      #    theme_void() + coord_cartesian(clip = "off") + scale_colour_gradientn(colours = cols) }, # limits = c(0,2),oob = scales::squish
      # The distance along a (0,1) x-axis to draw the left edge of the plot
      x = 0.7, # The distance along a (0,1) y-axis to draw the bottom edge of the plot
      y = .86, # The width and height of the plot expressed as proportion of the entire ggdraw object
      width = 0.2, height = 0.1) ) %>%
    
   #map2(.,title, ~.x + plot_annotation(title = .y)) %>% wrap_plots(., ncol = 1) %>%
   plot_grid(plotlist = ., ncol = 1, labels = title, label_size = 7, label_x = .15, label_fontface = "plain", hjust = 0) %>%
      #wrap_plots(., legend, ncol = 2, widths = c(1,.2))
      plot_grid(., legend, ncol = 2, rel_widths = c(1,.2)) # %>%
     #ggdraw(.) + draw_plot(legend_p, x = .9, y = .65, height = .2) + draw_plot(legend_d, x = .9, y = .1, height = .2)
   #ggsave(filename=paste0("./Figures/03/","enrichment_module_",SM,".png"),n,  width = 8, height = 1.3*length(title), bg = "white", dpi = 500)
  # dev.new(height=1.3*2, width=7, noRStudioGD = TRUE)
  return(n)
}

# all top terms
id <- c("P045","P026","P014","P067") %>% set_names()
map_df %>% 
  nest(data = -module) %>%
  pmap(., ~enrich_modules_plot(..2$MS, ..2$Term, ..1, dot_scaled = FALSE))


# plot dotplot of all terms in order to identify the ones differnig between groups:
cols <- c("#5E4FA2","#3288BD","#ABDDA4","#E6F598","#FFFFBF","#FEE08B","#FDAE61","#F46D43","#D53E4F","#9E0142")
cols <- c("#5E4FA2","#3288BD","white","#FFFFBF","#E6F598","#FEE08B","#FDAE61","#F46D43","#D53E4F","#9E0142")
cols <- c("#D3D3D3","#EFEDF5","white","#DADAEB","#BCBDDC","#9E9AC8","#807DBA","#6A51A3","#54278F","#3F007D") #"#EFEDF5","#D3D3D3",
min_v=-1
max_v=2.5
name=TRUE
p <- split(map_df, ~module) %>% imap(~ .x %>% .$MS) %>% 
  imap(., ~DotPlot(object=if(name){rename(DATA, !!! .x)}else{DATA}, 
                   features=if(name){names(.x)}else{as.vector(.x)}, group.by = 'groups', dot.min=0.1, scale=FALSE) + 
    scale_colour_gradientn(colours = cols, limits = c(min_v,max_v),oob = scales::squish) +
    scale_size_continuous(limits = c(0,100),range = c(.1,6)) + coord_flip() + ggtitle(.y) )
p[[4]]
p_s[[4]]

# select terms with differences between groups:
terms <- c("MS2","MS37","MS27","MS24","MS15","MS45", "MS53", "MS47", "MS51") #"MS16", "MS17", "MS15","MS23", "MS28", "MS37", "MS48", "MS51", "MS53"
terms <- c("extracellular matrix organization", "Protein digestion and absorption","SMAD4",
           "Oxidative phosphorylation","ESR1","cytoplasmic translation",
           "keratinocyte differentiation","Pathogenic Escherichia coli infection", "ETS1",
           "RNA processing", "RARA", "NFKB1")
# NB! have look at the max and min values and check that the dot legend is similar to the tissue legend 
# filter the terms of intrest and plot on tissue
map_df %>%
  filter(MS %in% terms) %>%
  #filter(Term %in% terms) %>%
  {. ->> MS_df} %>%
  enrich_modules_plot(col=.[["MS"]], title=.$Term, SM="selection", dot_scaled=FALSE) 


# dev.new(width = 7, height = 1.3*1, noRStudioGD = TRUE) 
#  print(n = 54, map_df)
id <- c("P050","P044","P004","P021")
map_df %>% filter(MS == "MS27") %>%
  enrich_modules_plot(col=.[["MS"]], title=.$Term, SM="s", dot_scaled = FALSE) + coord_fixed(ratio = 1 )# , id=id
# plot all samples to have a look at which are more representative 
# dev.new(height=12.5, width=12.5, noRStudioGD = TRUE) 
plot_spatial.fun(
          #DATA@misc[["vis"]][["wgcna_metacell_obj"]],
          DATA, 
          assay="RNA",
          sp_annot = T,
          sampleid = sample_id, #c("P020", "P045", "P050", "P057"),
          geneid = "SM1",
          lab = T,
          alpha = 1,
          ncol = 4,
          #max_val = 100,
          point_size = .5,
          save_space = F,
          img_alpha = 0,
          #colors = cols, # lightgray
          zoom = NULL )
# suspect that this is old and no longer used
cur_traits <- c("Nugent", "sexwork_months","age", "Estradiol")
cur_bact <- c('L. crispatus/acidophilus','L. iners','L. jensenii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri/oris/frumenti/antri',
        'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
        'Anaerococcus','Escherichia/Shigella','Dialister','Mycoplasma',
        'Bifidobacterium', 'Citrobacter/Klebsiella')

bact <- datasets[["ASV_Luminal_raw_counts"]] %>% 
   pivot_longer(-1, names_to = "ID") %>% 
   mutate(Genus_taxa_luminal = ifelse(.$Genus_taxa_luminal %in% cur_bact, .$Genus_taxa_luminal, "other")) %>%
   summarize(value = sum(value), .by = c("Genus_taxa_luminal", "ID")) %>%
   group_by( ID ) %>%
   mutate(value = value/sum(value)) %>%
   filter(ID %in% sample_id) %>%
   pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

DATA <- DATA %>% 
  select(-any_of(cur_traits), -any_of(cur_bact)) %>%
  left_join(., select(meta, ID, Nugent="Nugent_Score_v3", sexwork_months, age, Estradiol="Plasma_S_Estradiol_pg_mL_v3"), by=c( "orig.ident"="ID")) %>% 
  left_join(., bact, by=c( "orig.ident"="ID"))

# if any of the traits are categorical they need to be made into factors
# it only makes sense to use categorical values if they only have two categories or they represent a squential specter of something
# DATA <- DATA %>%
#   mutate(across(any_of(cur_traits), ~factor(.x)))


get_trait_corr.fun <- function(cur_traits, gr = 'layers', star = F, cor_val = F){

  DATA <- hdWGCNA::ModuleTraitCorrelation(
    DATA,
    cor_method = "spearman",
    traits = cur_traits,
    group.by=gr
  )
  
  # get the mt-correlation results
  mt_cor <- hdWGCNA::GetModuleTraitCorrelation(DATA)
  
  t(head(mt_cor$cor$Superficial))
  
  # P <- PlotModuleTraitCorrelation(
  #   DATA,
  #   label = 'fdr',
  #   label_symbol = 'stars',
  #   text_size = 2,
  #   text_digits = 2,
  #   text_color = 'white',
  #   high_color = 'red',
  #   mid_color = 'white',
  #   low_color = '#0D8CFF',
  #   plot_max = 0.2,
  #   combine=F
  # )
  
  # ComplexHeatmap
  col <- rev(c("#B2182B","#D6604D","#F4A582","#FDDBC7","#F7F7F7","#D1E5F0","#92C5DE","#4393C3","#2166AC"))
  library("ComplexHeatmap")
  P <- ord[1:11] %>%
    set_names() %>%
    imap(., ~Heatmap(na.omit(mt_cor$cor[[.x]]),
                     #col =circlize::colorRamp2(c(1, .75, .5, .25, 0, -.25, -.5, -.75, -1), rev(col)),
                     col =circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu", reverse = T), 
                     show_row_dend = F, show_column_dend = F, 
                     column_names_side = "top", column_names_rot = 0, 
                     name = .y,
                     column_names_centered = T,
                     
                     cell_fun = stars <- function(j, i, x, y, w, h, fill) {
                       # add value to min and max cor value:
                       if(cor_val){
                         if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == max(mt_cor$cor[[.x]], na.rm = T)) {
                           grid.text( round(max(mt_cor$cor[[.x]], na.rm = T), digits=1), x, y)}
                         if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == min(mt_cor$cor[[.x]], na.rm = T)) {
                           grid.text(round(min(mt_cor$cor[[.x]], na.rm = T), digits=1), x, y)}
                         }else{NULL} 
                       # add significans stars:
                       if(star){
                                                    if(mt_cor$fdr[[.x]][i, j] < 0.001) {
                                                      grid.text("***", x, y)}
                                                    else if(mt_cor$fdr[[.x]][i, j] < 0.01) {
                                                      grid.text("**", x, y)}
                                                    }else{NULL} }
                     ) )
  l <- Legend(col_fun = circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu"),
              legend_height = unit(7, units = "cm"), legend_width = unit(.5, units = "cm"))
  
  H_grob <- map(ord[1:11], ~grid.grabExpr(draw(P[[.x]], column_title=.x, show_heatmap_legend = FALSE)) ) 
  
  p <- wrap_plots(c(H_grob, list(grid.grabExpr(draw(l)))), ncol = 4, heights = 4)
  return(tibble(plot = list(p), cor_df = list(mt_cor)))
}

p <- get_trait_corr.fun(cur_bact, star = F, cor_val = T)
p <- get_trait_corr.fun(cur_traits, star = F, cor_val = T)
p <- get_trait_corr.fun(cur_enrich, star = F, cor_val = T, gr = 'groups')

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]

ggsave("./Figures/hdWGCNA/ModuleTraitCor_Bact.png", p$plot[[1]], width = 17, height = 15, limitsize = F, bg="white")
ggsave("./Figures/hdWGCNA/ModuleTraitCor_Var.png", p$plot[[1]], width = 12, height = 10, limitsize = F, bg="white")
##################
# TAXA AREA PLOT #
##################
#### colour pallet ####
cols <- c( "#A8EDFC","#A8EDFC","#A8EDFC","#87c7c0","#a9e7e4","#c2ebe2","#7fe2e9","#7fe2e9","#83dafb","#83dafb",# 
           "#be6a7d","#f1a6b1","#E3E6AD","#F8D0A4","#c4ce96","#9aacce","#e1caff","#abc5bf",
           "#ffffd4","#c0a2c1","#c8ffd5","#c8ffd5","#afb7ee","#ffc8d9","#ffc8d9","#e7b993","#c8ffd5",
           "#c4cea9","#a1b37d","#a6cca7","#d1b9ee","#88c29c",
           "#fdcc8a","#91c6f7","#f5f8bd","#8db1c5","#fab0aa","#7cb6b6","#96f3eb","#6ececc")
n <- c('L. crispatus','L. acidophilus','L. crispatus/acidophilus','L. iners','L. other','L. jensenii','L. johnsonii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri', 'L. reuteri/oris/frumenti/antri',
       'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
       'Anaerococcus','Dialister','Mycoplasma','Bifidobacterium', 'Klebsiella', 'Citrobacter/Klebsiella',
       'Escherichia','Escherichia/Shigella', 'other')
cols <- set_names(c(cols[1:length(n)-1], "gray90"), n)

#### get taxa df ####
# order samples by percentage of gardnerella
factor.fun <- function(df, type="stack"){
  l <- c("L1"="L. crispatus/acidophilus", "L2"="L. jensenii", "L3"="L. iners", "L4"="Gardnerella")
  if(type=="identity"){l <- c("L1"="L. crispatus/acidophilus", "L2"="L. iners", 
                              "L3"="Gardnerella", "L4"="Gardnerella")}
  imap(l, ~filter(df, gr==.y & taxa==.x) %>% 
               arrange(., desc(Percent)) %>% pull(., "name") ) %>%
        unlist()}

df <- datasets$ASV_Luminal_raw_counts %>% 
  pivot_longer(cols = -Genus_taxa_luminal) %>%
  filter(name %in% sample_id) %>%
  left_join(., select(meta, name="ID", gr="Luminal_gr_v3"), by="name") %>%
  mutate(taxa = ifelse(.$Genus_taxa_luminal %in% n, .$Genus_taxa_luminal, "other")) %>%
  mutate(taxa = factor(taxa, levels = n)) %>%
  group_by( name ) %>%
  mutate(Percent = value/sum(value)) %>%
  mutate(name = factor(name, levels = factor.fun(.)))

# check if percentages add up to one
group_by(df, name) %>% summarize(total_percent = sum(Percent)) 
d <- group_by(df, taxa, name) %>% summarize(total_percent = sum(Percent)) 


#### one order ####
ggplot(df, aes(x=name, y=Percent, group=taxa, fill=taxa)) +
  geom_area(position = "fill") + 
  # geom_area(alpha=1, position = "identity") + # overlaping vs stacked 
  scale_color_manual(values = cols, aesthetics = c("color", "fill")) + theme_classic() +
  scale_y_continuous(labels = scales::percent) +
  theme(axis.text.x = element_text(angle = 30, hjust = 1), axis.title = element_blank(), legend.title = element_blank()) 
ggsave(filename=paste0("./Figures/02/", "Taxa_area_contineous.png"),  width = 7, height = 5, bg = "white")

##### order individually by luminal groups ####
taxa_plot.fun <- function(type){
  if(type=="identity"){col <- "Percent"}else{col <- "value"}
  
  # create individual dfs for each group, in order to order taxa for each separately:
  d <- df %>% 
    {if(type=="identity") mutate(., name = factor(name, levels = factor.fun(., type="identity"))) else .} %>%
    split(~gr) %>% 
    map(., ~ .x %>%
          arrange(., desc(Percent)) %>%
          mutate(., taxa = factor(taxa, levels=unique(.$taxa))) ) 
  # check resulting taxa levels
  d %>% map(., ~levels(.x$taxa)) 
  
  ggplot() + 
    geom_area(data = d$L1, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L2, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L3, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L4, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    
    #{if(type=="identity") 
    #  geom_line(data = df, aes(x=name, y=.data[[col]], group=taxa), color="white", size=.2)} + 
    scale_color_manual(values = cols, aesthetics = c("color", "fill") ) + theme_classic() +
    scale_y_continuous(labels = scales::percent) + 
    theme(axis.text.x = element_text(angle = 30, hjust = 1), 
          axis.title = element_blank(), legend.title = element_blank()) #legend.position=c(.9,.74),
}

taxa_plot.fun(type = "identity")
taxa_plot.fun(type = "fill")

ggsave(filename=paste0("./Figures/02/", "Taxa_area_plot_overlap.png"), width = 7.5, height = 5, bg = "white")
ggsave(filename=paste0("./Figures/02/", "Taxa_area_plot_stacked.png"),  width = 7.5, height = 5, bg = "white")
#######################
# LINE PLOT PER LAYER #
#######################
layer_lines.fun <- function(DATA, feat, spatial_dist, facet = F, line = "mean", x_max=NULL, morf="epi", clus="^5$|^6$|^7|^8"){
  DAT <- DATA %>%
    filter(., grepl(morf, .$sp_annot)) %>%
    filter(., grepl(clus, .$Clusters)) %>%
    mutate(., FetchData(., vars = c(feat)) ) %>%
    select(orig.ident, groups, layers, all_of(c(feat)), {{spatial_dist}})
  
  if(morf=="epi"){probs <- c(0.179, 0.9025)}else{probs <- c(0.13, 0.78)}
  
    rects <- DAT %>%
    group_by(layers) %>%
    summarise(., ystart=min({{spatial_dist}}, na.rm=T), yend=max({{spatial_dist}}, na.rm=T),
              Q1=quantile({{spatial_dist}}, probs = probs[1], na.rm=T),
              Q3=quantile({{spatial_dist}}, probs = probs[2], na.rm=T)) %>%
    filter(!(is.infinite(.$ystart))) %>%
    mutate(Q1 = ifelse(.$Q1 == min(.$Q1), 0,.$Q1)) %>%
    mutate(Q3 = ifelse(.$Q3 == max(.$Q3), max(.$yend),.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "4", .$Q1+10,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "0", .$Q1-.6,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "Lower IM", .$Q1-.7,.$Q1)) %>%
    mutate(Q3 = ifelse(.$layers == "Upper IM", .$Q3+.95,.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "10", .$Q1+.5,.$Q1)) %>%
      {. ->> rect_df} %>%
    arrange(ystart) %>% ungroup()
        
    gr <- c( "#56B4E9","#009E73","#CC79A7","#FC8D62")
    mean <- DAT %>%
      #group_by(groups, layers) %>%
      summarize(mean = mean(.data[[feat]]), median = median(.data[[feat]]), .by = c("groups", "layers")) %>%
      left_join(rects, mean, by = c("layers")) 

  if(facet == TRUE){facets <- facet_wrap(~groups, ncol = 2) }else{facets <- NULL}
  
  dot <- ggplot() +
    #ggtitle(feature) +
    geom_rect(data = rects, alpha = 0.1, show.legend=FALSE,
              aes(xmin = -Inf, xmax = Inf, ymin = Q1, ymax = Q3, fill = layers)) +
    #geom_jitter(data = DAT, aes(x=.data[[feat]], y={{spatial_dist}}, col=layers), 
    #            width = 0.1, alpha = 0.7, size=.3) + 
    scale_fill_manual(values = col) + 
    
    #ggnewscale::new_scale_fill() +
    {if(!(is.null(line))){geom_segment(data=mean, aes(x=.data[[line]], y=Q1, xend=.data[[line]], yend=Q3, col=groups))}} +
    scale_colour_manual(values = gr) +
    # geom_smooth(data = filter(DAT, .data[[feat]] != 0), n=1000, aes(y={{spatial_dist}}, x=.data[[feat]], col=orig.ident)) + 
    guides(fill = guide_legend(override.aes = list(size=1), keyheight = .1, keywidth = .7)) + #, keyheight = .7,
    

    {if(!(is.null(x_max))){xlim(-.5, x_max)}} +
    facets + 
    
    #scale_y_reverse(expand = c(0, 0)) +
    scale_y_continuous(expand = c(0, 0)) +
    coord_flip() + 
    
    my_theme +
    theme(plot.margin = unit(c(.2,0,0,.2), "lines"),
          #legend.box.margin=margin(0,0,0,0),
          legend.key.spacing.y = unit(-8, "pt"),
          axis.title.x = element_blank(),
          legend.margin=margin(0,0,0,-5),
          panel.border = element_blank(),
          axis.line = element_line(),
          panel.grid.major = element_line(linewidth = 0.2),
          panel.grid.minor = element_line(linewidth = 0.1))
  return(dot)
}

#####################
# DOTPLOT PER LAYER #
#####################
layer_dotplot.fun <- function(DATA, feat, spatial_dist, facet = TRUE, line = "mean", x_max=NULL, morf="epi", clus="^5$|^6$|^7|^8"){
  DAT <- DATA %>%
    filter(., grepl(morf, .$sp_annot)) %>%
    filter(., grepl(clus, .$Clusters)) %>%
    mutate(., FetchData(., vars = c(feat)) ) %>%
    select(orig.ident, groups, layers, all_of(c(feat)), {{spatial_dist}})
  
  if(morf=="epi"){probs <- c(0.179, 0.9025)}else{probs <- c(0.13, 0.78)}
  
    rects <- DAT %>%
    group_by(layers) %>%
    summarise(., ystart=min({{spatial_dist}}, na.rm=T), yend=max({{spatial_dist}}, na.rm=T),
              Q1=quantile({{spatial_dist}}, probs = probs[1], na.rm=T),
              Q3=quantile({{spatial_dist}}, probs = probs[2], na.rm=T)) %>%
    filter(!(is.infinite(.$ystart))) %>%
    mutate(Q1 = ifelse(.$Q1 == min(.$Q1), 0,.$Q1)) %>%
    mutate(Q3 = ifelse(.$Q3 == max(.$Q3), max(.$yend),.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "4", .$Q1+10,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "0", .$Q1-.6,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "Lower IM", .$Q1-.7,.$Q1)) %>%
    mutate(Q3 = ifelse(.$layers == "Upper IM", .$Q3+.95,.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "10", .$Q1+.5,.$Q1)) %>%
      {. ->> rect_df} %>%
    arrange(ystart) %>% ungroup()
        
    mean <- DAT %>%
      #group_by(groups, layers) %>%
      summarize(mean = mean(.data[[feat]]), median = median(.data[[feat]]), .by = c("groups", "layers")) %>%
      left_join(rects, mean, by = c("layers")) 

  if(facet == TRUE){facets <- facet_wrap(~groups, ncol = 2) }else{facets <- NULL}
  
  dot <- ggplot() +
    #ggtitle(feature) +
    geom_rect(data = rects, alpha = 0.1, show.legend=FALSE,
              aes(xmin = -Inf, xmax = Inf, ymin = Q1, ymax = Q3, fill = layers)) +
    geom_jitter(data = DAT, aes(x=.data[[feat]], y={{spatial_dist}}, col=layers), 
                width = 0.1, alpha = 0.7, size=.3) + 
    #geom_vline(data=mean, aes(xintercept=mean, col=layers)) +
    {if(!(is.null(line))){geom_segment(data=mean, aes(x=.data[[line]], y=Q1, xend=.data[[line]], yend=Q3, col=layers))}} +
    scale_fill_manual(values = col) + 
    scale_colour_manual(values = col) +
    # geom_smooth(data = filter(DAT, .data[[feat]] != 0), n=1000, aes(y={{spatial_dist}}, x=.data[[feat]], col=orig.ident)) + 
    guides(fill = guide_legend(override.aes = list(size=2), keyheight = .7, keywidth = .7)) +
    scale_y_reverse(expand = c(0, 0)) +
    #scale_x_continuous(expand = c(0, 0)) +
    {if(!(is.null(x_max))){xlim(-.5, x_max)}} +
    facets +
    my_theme + ylab("Similarity in gene expression") +
    theme(plot.margin = unit(c(0,.2,0,.2), "lines"),
          #legend.box.margin=margin(0,0,0,0),
          legend.margin=margin(0,0,0,-5),
          panel.spacing = unit(0, "cm"),
          panel.border = element_blank(),
          axis.line = element_line(),
          panel.grid.major = element_line(linewidth = 0.2),
          panel.grid.minor = element_line(linewidth = 0.1))
  return(dot)
}
### Plot condition diff gene expression as dotplot and on tissue
#####################
# EPITHELIUM PLOTS #
#####################
genes <- c("MMP11")
col <- c("#E41A1C","#FF7F00","#C77CFF","#984EA3")
dot_epi <- map(genes, ~layer_dotplot.fun(DATA, .x, sp_dist_epi))
line_epi <- map(genes, ~layer_lines.fun(DATA, .x, sp_dist_epi))
wrap_plots(c(dot_epi, line_epi), ncol = 1, heights = c(1, .25))

#####################
# SUBMUCOSA PLOTS #
#####################
col <- c("#984EA3","#00A9FF","#377EB8","#CD9600","#e0e067","#7CAE00","#FF61CC","#FF9DA7","#999999","#A65628")
genes <- c("REV3L")
dot_sub <- map(genes, ~layer_dotplot.fun(DATA, .x, sp_dist_SubMuc, morf="SubMuc", line="mean", clus="8|^1$|^4$|^0|^3|^2|9|^10$|^11$|^12$"))
line_sub <- map(genes, ~layer_lines.fun(DATA, .x, sp_dist_SubMuc, morf="SubMuc", line="mean", clus="8|^1$|^4$|^0|^3|^2|9|^10$|^11$|^12$"))
wrap_plots(c(dot_sub, line_sub), ncol = 1, heights = c(1, .25))
############################
# COND EXPRESION ON TISSUE #
############################
# col <- RColorBrewer::brewer.pal(9,"PuRd")
# col <-  c("grey95", RColorBrewer::brewer.pal(9,"Reds"))
# col <- c("grey100","grey95", "mistyrose", "red", "dark red", "#870808", "black")
# col <- RColorBrewer::brewer.pal(9,"Purples")
col <- c("#EFEDF5", "#DADAEB", "#BCBDDC", "#9E9AC8", "#807DBA", "#6A51A3", "#54278F", "#3F007D") # Purples

cond_epi_DEGs <- c("SAMD9", "GPRC5A", "TGM3", "KRT19", "PKP1")
tissue_epi <- map(cond_epi_DEGs, 
        ~plot_st_feat.fun( DATA,orig.ident = 
                           geneid = .x,
                           zoom = "zoom",
                           col = col,
                           alpha = .9,
                           ncol = 4, 
                           annot_line = .1,
                           img_alpha = 0,
                           point_size = .75)) 

tissue_sub <- map(cond_SubMuc_DEGs, 
        ~plot_st_feat.fun( DATA,
                           geneid = .x,
                           zoom = "zoom",
                           col = col,
                           alpha = .9,
                           ncol = 4, 
                           annot_line = .1,
                           img_alpha = 0,
                           point_size = .75)) 
---
title: "Figure 6"
date: "`r format(Sys.time(), '%d-%m-%Y')`"
format:
  html:
    embed-resources: true
    code-fold: show
params:
  fig.path: "`r paste0(params$fig.path)`" #./Figures/
editor_options: 
  chunk_output_type: console
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(
  fig.width     = 6.6929133858,
  fig.path      = params$fig.path,#"../Figures/",
  fig.align     = "center",
  message       = FALSE,
  warning       = FALSE,
  dev           = c("png"),
  dpi           = 300,
  fig.process = function(filename){
    new_filename <- stringr::str_remove(string = filename,
                                        pattern = "-1")
    fs::file_move(path = filename, new_path = new_filename)
    ifelse(fs::file_exists(new_filename), new_filename, filename)
  }
  )

# setwd("~/work/Brolidens_work/Projects/Spatial_Microbiota/src/Manuscript/")
```

```{r background_job, eval=FALSE, include=FALSE}
source("../../bin/render_with_jobs.R")

# quarto
# render_html_with_job(out_dir = lab_dir)
# fs::file_move(path = file, new_path = paste0(lab_dir, file))

# currently using quarto for github and kniter for html due to source code option 
render_git_with_job(fig_path = "./Figures/06/")
system2(command = "sed", stdout = TRUE,
        args = c("-i", "''","-e", 's/src=\\"\\./src=\\"\\.\\./g',
                 paste0("./md_files/", basename("./08_spatial_distance.md"))))

# kniter
knit_html_with_job(out_dir = "../../lab_book/figure_06", fig_path = "./Figures/06/")
```

### Load data and libraries
```{r Load_data}
##################
# LOAD LIBRARIES #
##################
library(tidyverse)
library(Seurat)
library(SeuratObject)
library(tidyseurat)
library(hdWGCNA)
library(ggpubr)
library(cowplot)
library(patchwork)
library(openxlsx)
library(readxl)

source("../../bin/spatial_visualization.R")
source("../../bin/plotting_functions.R")

#########
# PATHS #
#########
input_dir <- "../results/03_clustering_st_data/"
result_dir <- "./Figures/06/"
if( isFALSE(dir.exists(result_dir)) ) { dir.create(result_dir,recursive = TRUE) }


ord <-  c("Superficial","Upper IM","Lower IM","Basal","1","4","0","3","2","9","10","11","12")
sample_id <- c("P020", "P045", "P050", "P057",
        "P008", "P031", "P080", "P044", "P026", "P105", 
        "P001", "P004", "P014", "P018", "P087", "P118",
        "P021", "P024", "P067", "P081", "P117" ) %>% set_names()

#############
# LOAD DATA #
#############
meta <- read_csv("../../data/ST-samples_metadata.csv")
DATA <- readRDS(paste0("../../results/09_hdWGCNA/","hdWGCNA_3771DEGs_Seurat.RDS"))
enrich_df <- readRDS(paste0("../../results/09_hdWGCNA/New_3771DEGs/", "Enrichment.RDS"))

dataset_names <- c("ASV_Luminal_raw_counts", # Tissue, Boston run 1 (108 samples)
                   "ASV_Tissue_raw_counts")  # Tissue, Boston run 2+1 (93 sample)
datasets <- map(dataset_names, 
  ~read_excel(paste0("../../data/", "Suppl.Tbl.01 Abundance, diversity, BCs and ASV counts.xlsx"), sheet = .x)) %>% 
  set_names(., dataset_names)

#################
# COLOUR PALLET #
#################
col_epi <- c("#E41A1C","#FF7F00","#C77CFF","#984EA3")
col_submuc <- c("#CD9600","#00A9FF","#e0e067","#7CAE00","#377EB8","#00BFC4",NA, NA,"#984EA3", "#FF61CC","#FF9DA7")
col_trajectory <- c("grey70", "orange3", "firebrick", "purple4")

col_feat <- c("#EFEDF5", "#DADAEB", "#BCBDDC", "#9E9AC8", "#807DBA", "#6A51A3", "#54278F", "#3F007D") # Purples
```


```{r enrichment-figure, eval=FALSE}
# this code is an attempt at extracting the hirarchical relationship between GO terms
# in order to compress the GO results into more higer level functions which would be more 
# easily visualized. 
# Its not super refined in its current state
######################
# ENRICHMENT RESULTS #
######################
path <- "/Users/vilkal/work/Brolidens_work/Projects/Spatial_Microbiota/results/07_GSEA_st_data/Clus_4_GO_BP_goa_human_functional_classification.tsv"
df <- read.delim(path, header=TRUE)
df <- read_tsv(path) %>%
  separate(col = `Process~name`, into = c("goID", "Term"), sep = "~") %>%
  arrange(`Benjamini and Hochberg (FDR)`) %>%
  filter(num_of_Genes >= 5)

go_list <- as.list(GOBPPARENTS[df$goID])
# Convert to tibble
go_tibble <- imap_dfr(go_list, ~{
  tibble(
    GO_term = .y,
    relation = names(.x),
    target = unname(.x)
  )
})
length(df$goID)
length(intersect(df$goID, go_tibble$GO_term))

###################
# GO SLIM SUMMARY #
###################
# GO slim is a simplified version of the full Gene Ontology.
# It contains high-level terms to give a broad overview without detailed specificity.
# every GO term should belong to one or more GO slim top level categories
library(GO.db)
library(GSEABase)
path_slim <- "/Users/vilkal/work/Brolidens_work/Projects/Spatial_DMPA/resources/goslim_agr.obo"
slim <- getOBOCollection(path_slim)

goterms <- tibble("Term"=Term(GOTERM), "id"=names(Term(GOTERM))) %>%
  mutate(t = paste0("GOBP_", toupper(.$Term)) ) %>%
  mutate(t = gsub(x = .$t, " |-|, |/","_" ))
go <- set_names(goterms$Term, goterms$id)

# collection of significant genes:
collection <- GOCollection(na.omit(df$goID), ontology="BP")

slim_df <- goSlim(collection, slim, "BP")

mappedIds <- function(goID, collection){
  # this function identifies all children for a set of supplied goIDs
  # goID should be a set of higher level terms you want to use to describe your lower levels terms
  # collection is all your goIDs that you found significant
    map <- as.list(GO.db::GOBPOFFSPRING[goID]) # gets offspring of goIDs
    mapped <- lapply(map, intersect, ids(collection)) # removes terms that was not sig.from among the children  
    
    df <- tibble("go_ids"=  mapped,
           "go_terms" = map(mapped, ~paste(go[.x]), collapse = ";") ) # paste(go[unlist(mapped)], collapse = ";")
    df
}

# the 21 top level categories in GOslim:
slim_goIDs <- c("GO:0000003", "GO:0002376", "GO:0005975", "GO:0006259", "GO:0006629",
                "GO:0007049", "GO:0007610", "GO:0008283", "GO:0009056", "GO:0012501",
                "GO:0016043", "GO:0016070", "GO:0019538", "GO:0023052", "GO:0030154",
                "GO:0032502", "GO:0042592", "GO:0050877", "GO:0050896", "GO:0051234",
                "GO:1901135")
df_slim <- mappedIds(slim_goIDs, collection) %>%
  mutate(slim_id = names(go_ids),
         slim_term = go[names(go_ids)],
         count = map_int(.$go_ids, ~length(.x)))

df_slim_long <- df_slim %>% 
  unnest(c(go_ids, go_terms)) %>%
  dplyr::select(slim_id, slim_term, go_ids, go_terms)

#######################################
# IDENTIFY MULTIPLE LEVELS OF GO TERMS #
########################################
# The GO hierarchy is a graph structure with branches that represent relationships between biological terms
# "is_a" denotes a subtype relationship (e.g., lysosomal membrane is a membrane).
# "part_of" indicates component membership (e.g., nucleus is part of a cell).
# this code tries to capture this information in a table format
d <- go_tibble %>%
  #filter(relation == "part of") %>%
  filter(GO_term %in% df$goID ) %>%
  left_join(dplyr::select(goterms,Term1="Term", id), by = c("target"="id")) %>%
  rowwise() %>%
  mutate(next_lvl = if (target %in% names(go_list) && "part of" %in% names(go_list[[target]]))
    go_list[[target]][["part of"]] else NA) %>%
  # Second: Fill in 'isa' if 'next_lvl' is still NA and 'isa' is available
  mutate(next_lvl = if (is.na(next_lvl) && target %in% names(go_list) && "isa" %in% names(go_list[[target]])) {
    go_list[[target]][["isa"]] } else { next_lvl }) %>%
  #mutate(next2_lvl = if (is.na(next_lvl) && next_lvl %in% names(go_list) && "part of" %in% names(go_list[[next_lvl]]))
    #go_list[[next_lvl]][["part of"]] else NA) %>%
  ungroup() %>%
  left_join(dplyr::select(goterms, Term2="Term", id), by = c("next_lvl"="id")) %>%
  left_join(dplyr::select(df_slim_long, slim_id, slim_term, go_ids), by = c("GO_term"="go_ids")) %>%
  mutate(comb = ifelse(is.na(slim_term), .$Term2, .$slim_term)) %>%
  # remove duplicate higher level terms by simply selecting the first:
  slice_head(n = 1, by = GO_term) %>%
  arrange(comb) 

length(unique(d$comb))
d %>% 
  nest(-comb)

df_ <- df %>%
  dplyr::select(1:8) %>%
  left_join(., dplyr::select(d, GO_term, Term2, slim_term, comb), by=c("goID"="GO_term")) %>%
  arrange(comb) %>%
  mutate(goID  = fct_inorder(goID ))

############
# PLOTTING #
############
# this is a lollipop plot with the size representing gene overlap and length p-value
# the color represent higher level GO categories
# however at the moment there is too many categories, 
# probably they will need manual cu-ration in a final step before they are publication ready
p <- ggplot(df_, aes(y = -log10(`P-value`), x = goID, col = comb)) +
    geom_col(width = .05, show.legend = F) +
    geom_point(aes(size = `percentage%`)) + theme_classic() + 
    theme(legend.position = "none")
    scale_fill_manual(values = col, aesthetics = c("fill", "colour")) +
```

```{r get-enrichment-scores}
##########################
# GET GENE MODULE SCORES #
##########################
# gets the genes that are apart of the pathway and gets average expression value for those genes
get_module.fun <- function(term, module){
  module <- enrich_df %>%
    bind_rows() %>%
    mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
    arrange(Adjusted.P.value) %>%
    filter(module == module) %>%
    filter(Term == term) %>% 
    .$Genes %>% .[1] %>%
    str_split_1(., ";")
}

map_df <- enrich_df %>%
  bind_rows() %>%
  mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
  group_by(module, db) %>% 
  top_n(., -5, Adjusted.P.value) %>% 
  ungroup() %>%
  mutate("MS"= paste0("MS", 1:nrow(.))) %>%
  mutate(Genes = map(Genes, ~str_split_1(.x, ";"))) %>% # str_trim(
  #mutate(Genes = map(Genes, ~str_trim(.x))) %>%
  select(., Term, MS, module, db, Genes) %>%
  mutate(MS = setNames(.[["MS"]], .$Term))

# l <- map2(terms, mod, ~get_module.fun(.x, .y))
l <- pmap(map_df, ~get_module.fun(..1, ..2)) %>% set_names(., map_df$Term)


# Manual selection of interesting terms
t <- c("skin development","Salmonella infection", "peptide cross-linking", 
  "extracellular matrix organization", "collagen fibril organization")
l <- l[t]

# DATA <- select(DATA, -starts_with("MS_"))
# https://www.waltermuskovic.com/2021/04/15/seurat-s-addmodulescore-function/
DATA <- AddModuleScore(DATA, features = l, ctrl = 5, name = "MS", seed = 1)
```



```{r Correlation-heatmap-Function, fig.width=17, fig.height=15}
#######################
# ADD MODULES TO DATA #
#######################
# get module eigengenes and gene-module assignment tables
MEs <-  DATA@misc[["vis"]][["MEs"]]# GetMEs(DATA) 

# add the MEs to the seurat metadata so we can plot it with Seurat functions
DATA@meta.data <- cbind(DATA@meta.data, MEs)
##############
# DATA PREPP #
##############
# cur_enrich <- c("MS3", "MS12","MS16", "MS17", "MS23", "MS28", "MS37", "MS48")
# cur_enrich <- c("MS22", "MS12","MS27", "MS53")
# cur_enrich <- c("MS2","MS37","MS27","MS24","MS15","MS45", "MS53", "MS47", "MS51")
# cur_enrich <- colnames(SM.data)[-1] %>% split(., ceiling(seq_along(.)/5))

taxa <- c('L. crispatus/acidophilus','L. iners','L. jensenii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri/oris/frumenti/antri',
        'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
        'Anaerococcus','Escherichia/Shigella','Dialister','Mycoplasma',
        'Bifidobacterium')
gr <- "groups"

# get bacterial abundance
bact <- datasets[["ASV_Luminal_raw_counts"]] %>% 
   pivot_longer(-1, names_to = "ID") %>% 
   mutate(Genus_taxa_luminal = ifelse(.$Genus_taxa_luminal %in% taxa, .$Genus_taxa_luminal, "other")) %>%
   filter(ID %in% sample_id) %>%
   summarize(value = sum(value), .by = c("Genus_taxa_luminal", "ID")) %>%
   {. ->> bact_count} %>%
   group_by( ID ) %>%
   mutate(value = value/sum(value)) %>%
   filter(Genus_taxa_luminal %in% taxa) %>%
   pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

bact_count <- bact_count %>% pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

# add bact and Var to DATA
DATA <- DATA %>% 
  #select(-any_of(taxa)) %>%
  left_join(., bact, by=c( "orig.ident"="ID")) %>%
  left_join(., select(meta, ID, Nugent="Nugent_Score_v3", sexwork_months, age, Estradiol="Plasma_S_Estradiol_pg_mL_v3"), by=c( "orig.ident"="ID"))

############
# FUNCTION #
############
ModuleEnrichCorrelation <- function(cur_enrich, traits, gr, star = F, cor_val = T, mean_val=T){
  # GET CORELATIONS
  mods <- cur_enrich
  
  if(mean_val){
    temp <-  DATA@meta.data[, c(cur_enrich, gr, "orig.ident", traits)]
    temp <- summarise(temp, across(everything(), .fns = mean), .by = any_of(c("orig.ident", gr, traits)))
    MEs <- temp[,cur_enrich]
    trait_df <- temp[,traits]
    meta <- temp
  }else{
    MEs <-  DATA@meta.data[, cur_enrich]
    trait_df <- DATA@meta.data[, traits]
    meta <- DATA@meta.data
    }
      if (length(traits == 1)) {
          trait_df <- data.frame(x = trait_df)
          colnames(trait_df) <- traits
      }
    
  # create empty lists:
      cor_list <- list()
      pval_list <- list()
      fdr_list <- list()
      # do correlation matrix with all spots:
      temp <- Hmisc::rcorr(as.matrix(trait_df), as.matrix(MEs), 
          type = "spearman")
      cur_cor <- temp$r[traits, mods]
      cur_p <- temp$P[traits, mods]
      p_df <- cur_p %>% reshape2::melt()
      if (length(traits) == 1) {
          tmp <- rep(mods, length(traits))
          tmp <- factor(tmp, levels = mods)
          tmp <- tmp[order(tmp)]
          p_df$Var1 <- traits
          p_df$Var2 <- tmp
          rownames(p_df) <- 1:nrow(p_df)
          p_df <- dplyr::select(p_df, c(Var1, Var2, value))
      }
    # save results of all spots corelations to list:
    p_df <- p_df %>% dplyr::mutate(fdr = p.adjust(value, method = "fdr")) %>% 
          dplyr::select(c(Var1, Var2, fdr))
      cur_fdr <- reshape2::dcast(p_df, Var1 ~ Var2, value.var = "fdr")
      rownames(cur_fdr) <- cur_fdr$Var1
      cur_fdr <- cur_fdr[, -1]
      cor_list[["all_cells"]] <- cur_cor
      pval_list[["all_cells"]] <- cur_p
      fdr_list[["all_cells"]] <- cur_fdr
      trait_df <- cbind(trait_df, meta[, gr])
      colnames(trait_df)[ncol(trait_df)] <- "group"
      MEs <- cbind(as.data.frame(MEs), meta[, gr])
      colnames(MEs)[ncol(MEs)] <- "group"
    group_names <- levels(as.factor(meta[, gr]))
        
    trait_list <<- dplyr::group_split(trait_df, group, .keep = FALSE) %>% set_names(., group_names) %>% keep(., ~all(nrow(.x) >= 4))
    ME_list <<- dplyr::group_split(MEs, group, .keep = FALSE) %>% set_names(., group_names) %>% keep(., ~all(nrow(.x) >= 4))

      for (i in names(trait_list)) {
          temp <- Hmisc::rcorr(as.matrix(trait_list[[i]]), as.matrix(ME_list[[i]]), type = "spearman")
          cur_cor <- temp$r[traits, mods]
          cur_p <- temp$P[traits, mods]
          p_df <- cur_p %>% reshape2::melt()
          if (length(traits) == 1) {
              tmp <- rep(mods, length(traits))
              tmp <- factor(tmp, levels = mods)
              tmp <- tmp[order(tmp)]
              p_df$Var1 <- traits
              p_df$Var2 <- tmp
              rownames(p_df) <- 1:nrow(p_df)
              p_df <- dplyr::select(p_df, c(Var1, Var2, value))
          }
          p_df <- p_df %>% 
            dplyr::mutate(fdr = p.adjust(value, method = "fdr")) %>% 
            dplyr::select(c(Var1, Var2,fdr))
          cur_fdr <- reshape2::dcast(p_df, Var1 ~ Var2, value.var = "fdr")
          rownames(cur_fdr) <- cur_fdr$Var1
          cur_fdr <- cur_fdr[, -1]
          cor_list[[i]] <- cur_cor
          pval_list[[i]] <- cur_p
          fdr_list[[i]] <- as.matrix(cur_fdr)
      }
      mt_cor <- list(cor = cor_list, pval = pval_list, fdr = fdr_list)
      #return(mt_cor)
  
      # PLOT CORELATIONS
      col <- rev(c("#B2182B","#D6604D","#F4A582","#FDDBC7","#F7F7F7","#D1E5F0","#92C5DE","#4393C3","#2166AC"))
      library("ComplexHeatmap")
      P <- names(ME_list) %>%
        set_names() %>%
        imap(., ~Heatmap(na.omit(mt_cor$cor[[.x]]),
                         #col =circlize::colorRamp2(c(1, .75, .5, .25, 0, -.25, -.5, -.75, -1), rev(col)),
                         col =circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu", reverse = T), 
                         show_row_dend = F, show_column_dend = F, 
                         column_names_side = "top", column_names_rot = 0, 
                         name = .y,
                         column_names_centered = T,
                         
                         cell_fun = stars <- function(j, i, x, y, w, h, fill) {
                           # add value to min and max cor value:
                                if(cor_val){
                                  if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == max(mt_cor$cor[[.x]], na.rm = T)) {
                                    grid.text( round(max(mt_cor$cor[[.x]], na.rm = T), digits = 1), x, y)}
                                  if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == min(mt_cor$cor[[.x]], na.rm = T)) {
                                    grid.text(round(min(mt_cor$cor[[.x]], na.rm = T), digits = 1), x, y)}
                                  }else{NULL} 
                           # add significans stars:
                                if(star){
                                  if(mt_cor$fdr[[.x]][i, j] < 0.001) {
                                    grid.text( round(mt_cor$cor[[.x]][i, j], digits = 1), x, y)} # grid.text("***", x, y)} #star vs cor 
                                  else if(mt_cor$fdr[[.x]][i, j] < 0.05) {
                                    grid.text( round(mt_cor$cor[[.x]][i, j], digits = 1), x, y)} # grid.text("*", x, y)} # 
                                  }else{NULL} }
                         ) )
      l <- Legend(col_fun = circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu"),
                  legend_height = unit(7, units = "cm"), legend_width = unit(.5, units = "cm"))
      
      H_grob <- map(names(ME_list), ~grid.grabExpr(draw(P[[.x]], column_title=.x, show_heatmap_legend = FALSE)) ) 
      
      p <- wrap_plots(c(H_grob, list(grid.grabExpr(draw(l)))), ncol = 4, heights = 4)
    return(tibble(plot = list(p), cor_df = list(mt_cor)))
  
}

############
# PLOTING #
############
# plot all enrichment modules
# cur_enrich <- c("SM1","SM2", "SM3","SM4")
# p <- map(cur_enrich, ~ModuleEnrichCorrelation(.x, traits, gr="layers", cor_val = T)) %>% bind_rows()

```

```{r Module-Bact-corelation, fig.width=17, fig.height=15}
cur_enrich <- c("SM1","SM2", "SM3","SM4")
traits <- taxa
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]
# ggsave("./Figures/06/ModuleCor_Bact.png", p$plot[[1]], width = 17, height = 15, limitsize = F, bg="white")
```

```{r Module-Var-Correlation, fig.width=17, fig.height=7}
traits <- c("Nugent", "sexwork_months","age", "Estradiol")
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]

# ggsave("./Figures/03/ModuleCor_Var.png", p$plot[[1]], width = 17, height = 7, limitsize = F, bg="white")
```

```{r Enrichment-Bact-Correlation, fig.width=20, fig.height=15}
# cur_enrich <- c("MS2", "MS22", "MS24", "MS12", "MS53")
# cur_enrich <- c("MS37","MS37", "MS27","MS12", "MS53")
cur_enrich <- c("MS1","MS2", "MS3","MS4", "MS5")
traits <- taxa
p <- ModuleEnrichCorrelation(cur_enrich, traits, gr="layers", cor_val = F, star = T, mean_val=T)

# dev.new(width=20, height=15, noRStudioGD = TRUE)
p$plot[[1]]

# ggsave("./Figures/03/EnrichCor_Bact.png", p$plot[[1]], width = 20, height = 15, limitsize = F, bg="white")
```


```{r eval=FALSE}
# to double check validity of correlation
df <- cbind(ME_list[["10"]],trait_list[["10"]], DATA %>% filter(layers == "10") %>% .[[c("orig.ident", "groups")]] )

  ggplot(df, aes(x=Sneathia, y=MS27, colour = groups)) +
  
  geom_jitter( alpha=.3) +
    geom_boxplot(aes(group = `orig.ident`), fill= "transparent", width=0.01) 
  
df <- df %>% summarise(across(everything(), .fns = mean), .by = c("orig.ident", "groups")) 
  
temp <- Hmisc::rcorr(as.matrix(df[["Prevotella"]]), as.matrix(df[["MS27"]]))
```

```{r mantel-test, eval=FALSE}
# NOT USED
# seems that using spearman which is rank based is also quite appropriate for abundance data
# We'll use the Euclidean distance for continuous variables
env_var <- DATA %>%
    summarise(., across(any_of(MS), .fns = mean), .by = any_of(c("orig.ident", "layers"))) %>%
    filter(grepl(paste0(l), .$layers)) %>%
    split(~layers, drop = T) %>%
    map(., ~ .x %>%
        column_to_rownames(., var = "orig.ident") %>% 
        select(., -layers)) #%>%
    #map(., ~dist(.x, method = "euclidean") )
  

bact_count <- column_to_rownames(bact_count,var = "ID")


# Initialize a list to store the results
mantel_results <- list()


# Loop through each environmental variable and each taxon
for (clus in names(env_var)[1]) { # names(env_var)
  # create empty lists:
  clus_list <- list()
  cor_list <- list()
  pval_list <- list()
  taxa_list <- list()
  fdr_list <- list()
  for (taxon in colnames(bact_count)[1:6]) {
    for (var in colnames(env_var[[clus]])[1:2]) {
      
      # Extract the vector for the current taxon
      taxon_vector <- bact_count[, taxon]
      
      # Extract the vector for the current environmental variable
      env_vector <- env_var[[clus]][, var]
      
      # Compute distance matrices (Euclidean distance is used for both in this case)
      taxon_dist <- vegdist(taxon_vector, method = "bray")
      env_dist <- dist(env_vector, method = "euclidean")
      
      # Perform the Mantel test
      temp <- mantel(taxon_dist, env_dist, method = "spearman")
      
      # Store the results in a list with proper labeling
      #result_label <- paste("clus:", clus, "- Taxon:", taxon, "- Env Var:", env_var)
      #mantel_results[[result_label]] <- mantel_test
      
    
      cur_cor <- temp$statistic
      cur_p <- temp$signif
      
      #cur_fdr <- cur_fdr[, -1]
      cor_list <- c(cor_list, cur_cor)
      pval_list <- c(pval_list, cur_p)
      taxa_list <- c(taxa_list, taxon)
      print("hello")
    }
    print("test")
    clus_list[[clus]] <- tibble("cor"= cor_list, "pval"=pval_list, "taxa"=taxa_list)
  }
}
```


```{r correlation-dotplots, fig.width=17, fig.height=4}
#######################
# CORRELATION DOTPLOT #
#######################
cols <- c(rep(c("#56B4E9"), 4), rep(c("#009E73"), 6), rep(c("#CC79A7"),6), rep(c("#FC8D62"),5)) %>% set_names(., sample_id)

plot_cor.fun <- function(l, MS, taxa=NULL){
  if(is.null(taxa)){taxa <- colnames(bact)[-1]}
  # d <<- DATA %>%
  #   mutate(gr = paste0(.$orig.ident,"_", .$layers)) %>%
  #   DotPlot(., features=MS, group.by = 'gr', dot.min=0.1) %>%
  #   .$data %>%
  #   separate_wider_delim(., id, "_", names = c("id","layers")) %>%
  #   filter(grepl(paste0(l), .$layers)) %>%
  #   left_join(., select(bact,ID,any_of(taxa)), by=c( "id"="ID")) %>%
  #   pivot_longer(cols = -c(1:6)) %>%
  #   split(~layers) %>%
  #   map(., ~mutate(.x, txt = ifelse(value > 0.05, .$id, NA)))
    
  d <<- DATA %>%
    summarise(., across(any_of(MS), .fns = mean), .by = any_of(c("orig.ident", "layers"))) %>%
    filter(grepl(paste0(l), .$layers)) %>%
    left_join(., select(bact,ID,any_of(taxa)), by=c( "orig.ident"="ID")) %>%
    #left_join(., bact, by=c( "id"="ID")) %>%
    pivot_longer(cols = any_of(MS), names_to = "features.plot", values_to = "avg.exp") %>%
    pivot_longer(cols = any_of(taxa)) %>%
    mutate(name = factor(name, levels = taxa)) %>%
    split(~layers, drop = T) %>%
    map(., ~mutate(.x, txt = ifelse(value > 0.05, .$orig.ident, NA)))
  
  p <- imap(d, ~ggplot(.x, aes(x=value, y=avg.exp)) + 
      stat_cor( aes(x=value, y=avg.exp), method = "spearman",
                show.legend = F, label.x = .3, size=4) +
      geom_point( aes( col=orig.ident), show.legend = F, size=4) + # size=pct.exp,
      geom_text(aes(label= txt), colour = "gray60", size=5, vjust = -0.8) +
      theme_minimal() + coord_cartesian(clip = "off") + 
      scale_colour_manual(values = cols) +  # limits = c(0,2),oob = scales::squish
      ggtitle(.y)+
      theme(axis.text = element_text(size=rel(1) ),
            title = element_text(size=16 ),
            strip.text.x = element_text(size=14),
            panel.spacing.x = unit(1, "lines"),
            axis.title.x = element_blank(), plot.margin = unit(c(.2,1,0,.2), "lines") ) +
      facet_wrap(~name, ncol = 4) +
      scale_x_continuous(labels = scales::percent)
      #scale_x_continuous(sec.axis = sec_axis(~ . , name = .y, breaks = NULL, labels = NULL)) 
      )
  return(p)
}

# cur_enrich <- c("MS2", "MS22", "MS24", "MS12", "MS53")
# cur_enrich <- c("MS2","MS37","MS27","MS24", "MS53", "MS47", "MS51")
# cur_enrich <- c("MS15", "MS45")

cur_enrich <- c("SM4")
epi <- "Superficial|Basal|Upper IM|Lower IM"
sub <- "Basal|^1$|^2$|^10$"

taxa <- c("L. crispatus/acidophilus","Gardnerella", "Prevotella", "Atopobium") # , "L. gasseri/johnsonii/taiwanensis"
p <- plot_cor.fun(l=sub, MS=cur_enrich, taxa=taxa)

# dev.new(width=17, height=4, noRStudioGD = TRUE)
p$`1`
p$`10`

# ggsave("./Figures/06/Dotplot_Cor_Bact_Clus10.png", p$`10`, width = 17, height = 4, limitsize = F, bg="white")
# ggsave("./Figures/06/Dotplot_Cor_Bact_Clus1.png", p$`1`, width = 17, height = 4, limitsize = F, bg="white")

# pdf("./Figures/03/Corelation_dotplot_MS12.pdf", width = 17, height = 4*1)
# p
# dev.off()

```

```{bash GeneSCF, eval=FALSE}
# this was an attempt to replicate the figures in the manuscript i reviewed, 
# however after spending 1 and a half day of making this code work in a docker environment, 
# I realized that this program does not provide the hierarchical relationship between GO terms
###########################
# PREPARE GENE LIST FILES #
###########################
cd /Users/vilkal/work/Brolidens_work/Projects/Spatial_Microbiota/results/07_GSEA_st_data

pattern="*.txt"
file_list=()

while IFS= read -d $'\0' -r file ; do
  name=$(basename "$file")
  file_list=("${file_list[@]}" "$name")
done < <(find . -type f -name "$pattern" -print0)

echo "${file_list[@]}"

for file in "${file_list[@]}" ; do
  sed -i -e 's/"//g' "$file"
  done
  
for file in find . -type f -name "$pattern" -print0 ; do
  echo "$file"
  #sed -i -e 's/"//g' "$file"
  done
  
find . -name '*.txt' -print0 | 
    while IFS= read -r '' line; do 
        echo "$line"
        sed -i -e 's/"//g' "$file"
    done
    
for file in *.txt; do # Whitespace-safe but not recursive.
    echo "$file"
    sed -i -e 's/"//g' "$file"
done

cd geneSCF-master-source-v1.1-p2
./geneSCF-master-source-v1.1-p2/geneSCF -m=normal -i=./Clus_4_outfile.txt -o=./output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human

# program that clusters the genes according to enrichment 
##################
# INSTAL PROGRAM #
##################
# downloaded from git:
https://github.com/genescf/GeneSCF/archive/refs/tags/v1.1-p3.beta.tar.gz

# go to location of the downloaded program
cd /Users/vilkal/work/Brolidens_work/Projects/GeneSCF-1.1-p3.beta

###########################
# SET UP DOCKER CONTAINER #
###########################
# start a ubuntu docker container in the "bin" folder in bash mode:
docker pull bryanfisk/genescf:final # pull geneSCF container image from docker

docker run bryanfisk/genescf:final # create the container from the image
docker ps -a --format "table {{.Image}}\t{{.ID}}\t{{.Names}}" # get container name
docker start infallible_ganguly 
docker exec -it docker infallible_ganguly sh # run in interactive mode
mkdir -p /GeneSCF/input # create a new directory to copy files to

# get name and id of current container
docker ps 

# open a new terminal and go to location of the gene list files
# copy files from host to container:
tar -cv *.txt | docker exec -i infallible_ganguly tar x -C /usr/local/bin

for f in *.txt; do mv "$f" "$(echo "$f" | sed s/_outfile.txt//)"; done

###############
# RUN GeneSCF #
###############
# this only removed all the information from the files, so I did not do this for GO
# update to latest GO BP version:
#./prepare_database -db=GO_BP -org=goa_human
# update to latest KEGG version:
/prepare_database -db=KEGG -org=hsa

# run the analysis
# ./geneSCF -m=normal -i=./test/H0.list -o=./test/output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human
# NB! the output directory have to already exist
mkdir 
./geneSCF -m=normal -i=../Clus_4 -o=../output/ -t=sym -db=GO_BP -bg=20000 --plot=no -org=goa_human
./geneSCF -m=normal -i=../Clus_4 -o=../output/ -t=sym -db=KEGG -bg=20000 --plot=no -org=hsa

# copy the results from the container to the local system:
docker cp infallible_ganguly:/usr/local/bin/output/Clus_4_GO_BP_goa_human_functional_classification.tsv .
docker cp infallible_ganguly:./H0.list_GO_BP_functional_classification.tsv .

```

```{r eval=FALSE}
###########################
# VIOLIN PLOT ENRICH DEGs #
###########################
#  print(n = 54, map_df)
t <- map_df %>% filter(MS %in% cur_enrich) 
# f <- t$Genes[[7]]
f <- c("LRP1","TIMP2","TIMP3","TIMP1","RECK")
DAT <- DATA %>%
  filter((grepl("^1$|^4$|^0$|^3$|^2$|^10$", .$Clusters))) %>%
  #filter((grepl("^5$|^6$|7|8", .$Clusters))) %>%
  mutate(., FetchData(., vars = c(f)) ) %>%
  #violin.fun(., feature=f,facet="layers", group.by = "groups") 
  violin.fun(., feature=f,facet="feature", group.by = "groups") 
  VlnPlot(., features = f, ncol = 6, group.by = "groups")
```


```{r enrichment-modules, eval=FALSE}
##############
# FUNCTIONS #
#############
get_avg_id.fun <- function(col, dot, scale=TRUE){
  if(scale){avg <- "avg.exp.scaled"}else{avg <- "avg.exp"}
  gr <- c(rep(c("L1"), 4), rep(c("L2"), 6), rep(c("L3"),6), rep(c("L4"),5)) %>% set_names(., sample_id)
  p <- map(dot, ~as_tibble(pluck(.x, "data" ))) %>% map(., ~mutate(.x, avg.exp = setNames(.[[avg]], .$id)) )
  
  #id <- map(col, ~filter(DATA, sp_annot == "SubMuc")) %>% map(~.x %>% summarize(avg.exp = median(MS22), .by = "orig.ident") %>% rename(id="orig.ident")) %>%
    # median
  id <- map(col, ~summarize(DATA, avg.exp = median(.data[[.x]]), .by = "orig.ident")) %>% map(., ~rename(.x, id="orig.ident")) %>%
    # avg.exp
  #id <- map(col, ~DotPlot(DATA, features=.x, group.by = 'orig.ident')$data) %>% 
    map(~ .x %>% mutate(gr = gr[ as.character(.$id) ])  %>% 
           group_by(., gr)) %>%
    map2(., p, ~slice(.x, which.min(abs(avg.exp - .y[[avg]][cur_group_id()] ))) ) %>% map(., ~as.character(.$id))
  print( id )
  return(id)
}
##########################
# GET GENE MODULE SCORES #
##########################
# gets the genes that were 
get_module.fun <- function(term, module){
  module <- enrich_df %>%
    bind_rows() %>%
    mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
    arrange(Adjusted.P.value) %>%
    filter(module == module) %>%
    filter(Term == term) %>% 
    .$Genes %>% .[1] %>%
    str_split_1(., ";")
}



map_df <- enrich_df %>%
  bind_rows() %>%
  mutate(Term = ifelse(grepl("GO",.$Term), str_match(.$Term, "^(.+?)\\s\\((.+)\\)$")[,2], .$Term) ) %>%
  group_by(module, db) %>% 
  top_n(., -5, Adjusted.P.value) %>% 
  ungroup() %>%
  mutate("MS"= paste0("MS", 1:nrow(.))) %>%
  mutate(Genes = map(Genes, ~str_split_1(.x, ";"))) %>%
  select(., Term, MS, module, db, Genes) %>%
  mutate(MS = setNames(.[["MS"]], .$Term))

# l <- map2(terms, mod, ~get_module.fun(.x, .y))
l <- pmap(map_df, ~get_module.fun(..1, ..2)) %>% set_names(., map_df$Term)

# DATA <- select(DATA, -starts_with("MS_"))
# https://www.waltermuskovic.com/2021/04/15/seurat-s-addmodulescore-function/
DATA <- AddModuleScore(DATA, features = l, ctrl = 5, name = "MS", seed = 1)
# SM.data <- select(DATA@meta.data, contains("MS")) %>% as_tibble(rownames = "barcodes") 
# map(colnames(SM.data)[-1], ~max(SM.data[[.x]]))

enrich_modules_plot <- function(col, title, SM, ..., min_v=-1, max_v=2.5, id=NULL, dot_scaled=TRUE ){
  # dots 
  dot <<-  map(col, ~DotPlot(DATA, features=.x, group.by = 'groups', dot.min=0.1, scale = dot_scaled) + 
                 scale_colour_gradientn(colours = cols, limits = c(min_v,max_v),oob = scales::squish) +
                 scale_size_continuous(limits = c(0,100),range = c(.1,6)) + guides(colour = "none") )
  if(is.null(id)){id <- get_avg_id.fun(col, dot, scale=dot_scaled)}else{id <- map(title, ~id)}
  #dot <<-  DotPlot(DATA, features=col, group.by = 'groups', dot.min=0.1)$data %>% split(~features.plot)
  
  # plotting
  p <<- map2(col, id, ~plot_spatial.fun(DATA, sampleid=.y, max_val = 2.5, 
                 colors = cols, save_space = F, lab = T,
                 ncol = 4, annot_line = .1,
                 geneid=.x, 
                 point_size = 0.2, zoom="zoom") + 
        theme(plot.margin = unit(c(.9,0,0,0), "lines")) )
  # legend
  legend_d <- get_legend(dot[[1]] + theme(legend.title = element_blank())) # legend.margin=margin(0,0,0,0), 
  legend_p <- get_legend(p[[1]] + theme(legend.justification="left",legend.title = element_blank()) )
  legend <- plot_grid( legend_d, legend_p, ncol = 1)
  
  # add
  n <- pmap(list(p, dot), ~ggdraw(..1 + theme(legend.position = "none") ) +
    draw_plot(
      
      {..2 + theme_void() +  coord_flip(clip = "off") + 
          theme(legend.position = "none") }, #title= element_text(face = 'plain', size = 7, hjust = 0), 
      # {ggplot() + geom_point(data = .y, aes(x=id, y=features.plot, size=pct.exp, col=avg.exp), show.legend = F,) + 
      #    theme_void() + coord_cartesian(clip = "off") + scale_colour_gradientn(colours = cols) }, # limits = c(0,2),oob = scales::squish
      # The distance along a (0,1) x-axis to draw the left edge of the plot
      x = 0.7, # The distance along a (0,1) y-axis to draw the bottom edge of the plot
      y = .86, # The width and height of the plot expressed as proportion of the entire ggdraw object
      width = 0.2, height = 0.1) ) %>%
    
   #map2(.,title, ~.x + plot_annotation(title = .y)) %>% wrap_plots(., ncol = 1) %>%
   plot_grid(plotlist = ., ncol = 1, labels = title, label_size = 7, label_x = .15, label_fontface = "plain", hjust = 0) %>%
      #wrap_plots(., legend, ncol = 2, widths = c(1,.2))
      plot_grid(., legend, ncol = 2, rel_widths = c(1,.2)) # %>%
     #ggdraw(.) + draw_plot(legend_p, x = .9, y = .65, height = .2) + draw_plot(legend_d, x = .9, y = .1, height = .2)
   #ggsave(filename=paste0("./Figures/03/","enrichment_module_",SM,".png"),n,  width = 8, height = 1.3*length(title), bg = "white", dpi = 500)
  # dev.new(height=1.3*2, width=7, noRStudioGD = TRUE)
  return(n)
}

# all top terms
id <- c("P045","P026","P014","P067") %>% set_names()
map_df %>% 
  nest(data = -module) %>%
  pmap(., ~enrich_modules_plot(..2$MS, ..2$Term, ..1, dot_scaled = FALSE))


# plot dotplot of all terms in order to identify the ones differnig between groups:
cols <- c("#5E4FA2","#3288BD","#ABDDA4","#E6F598","#FFFFBF","#FEE08B","#FDAE61","#F46D43","#D53E4F","#9E0142")
cols <- c("#5E4FA2","#3288BD","white","#FFFFBF","#E6F598","#FEE08B","#FDAE61","#F46D43","#D53E4F","#9E0142")
cols <- c("#D3D3D3","#EFEDF5","white","#DADAEB","#BCBDDC","#9E9AC8","#807DBA","#6A51A3","#54278F","#3F007D") #"#EFEDF5","#D3D3D3",
min_v=-1
max_v=2.5
name=TRUE
p <- split(map_df, ~module) %>% imap(~ .x %>% .$MS) %>% 
  imap(., ~DotPlot(object=if(name){rename(DATA, !!! .x)}else{DATA}, 
                   features=if(name){names(.x)}else{as.vector(.x)}, group.by = 'groups', dot.min=0.1, scale=FALSE) + 
    scale_colour_gradientn(colours = cols, limits = c(min_v,max_v),oob = scales::squish) +
    scale_size_continuous(limits = c(0,100),range = c(.1,6)) + coord_flip() + ggtitle(.y) )
p[[4]]
p_s[[4]]

# select terms with differences between groups:
terms <- c("MS2","MS37","MS27","MS24","MS15","MS45", "MS53", "MS47", "MS51") #"MS16", "MS17", "MS15","MS23", "MS28", "MS37", "MS48", "MS51", "MS53"
terms <- c("extracellular matrix organization", "Protein digestion and absorption","SMAD4",
           "Oxidative phosphorylation","ESR1","cytoplasmic translation",
           "keratinocyte differentiation","Pathogenic Escherichia coli infection", "ETS1",
           "RNA processing", "RARA", "NFKB1")
# NB! have look at the max and min values and check that the dot legend is similar to the tissue legend 
# filter the terms of intrest and plot on tissue
map_df %>%
  filter(MS %in% terms) %>%
  #filter(Term %in% terms) %>%
  {. ->> MS_df} %>%
  enrich_modules_plot(col=.[["MS"]], title=.$Term, SM="selection", dot_scaled=FALSE) 


# dev.new(width = 7, height = 1.3*1, noRStudioGD = TRUE) 
#  print(n = 54, map_df)
id <- c("P050","P044","P004","P021")
map_df %>% filter(MS == "MS27") %>%
  enrich_modules_plot(col=.[["MS"]], title=.$Term, SM="s", dot_scaled = FALSE) + coord_fixed(ratio = 1 )# , id=id

```

```{r, eval=FALSE}
# plot all samples to have a look at which are more representative 
# dev.new(height=12.5, width=12.5, noRStudioGD = TRUE) 
plot_spatial.fun(
          #DATA@misc[["vis"]][["wgcna_metacell_obj"]],
          DATA, 
          assay="RNA",
          sp_annot = T,
          sampleid = sample_id, #c("P020", "P045", "P050", "P057"),
          geneid = "SM1",
          lab = T,
          alpha = 1,
          ncol = 4,
          #max_val = 100,
          point_size = .5,
          save_space = F,
          img_alpha = 0,
          #colors = cols, # lightgray
          zoom = NULL )
```

```{r Module-Trait-Correlation, eval=FALSE}
# suspect that this is old and no longer used
cur_traits <- c("Nugent", "sexwork_months","age", "Estradiol")
cur_bact <- c('L. crispatus/acidophilus','L. iners','L. jensenii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri/oris/frumenti/antri',
        'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
        'Anaerococcus','Escherichia/Shigella','Dialister','Mycoplasma',
        'Bifidobacterium', 'Citrobacter/Klebsiella')

bact <- datasets[["ASV_Luminal_raw_counts"]] %>% 
   pivot_longer(-1, names_to = "ID") %>% 
   mutate(Genus_taxa_luminal = ifelse(.$Genus_taxa_luminal %in% cur_bact, .$Genus_taxa_luminal, "other")) %>%
   summarize(value = sum(value), .by = c("Genus_taxa_luminal", "ID")) %>%
   group_by( ID ) %>%
   mutate(value = value/sum(value)) %>%
   filter(ID %in% sample_id) %>%
   pivot_wider(id_cols=ID, names_from = "Genus_taxa_luminal")

DATA <- DATA %>% 
  select(-any_of(cur_traits), -any_of(cur_bact)) %>%
  left_join(., select(meta, ID, Nugent="Nugent_Score_v3", sexwork_months, age, Estradiol="Plasma_S_Estradiol_pg_mL_v3"), by=c( "orig.ident"="ID")) %>% 
  left_join(., bact, by=c( "orig.ident"="ID"))

# if any of the traits are categorical they need to be made into factors
# it only makes sense to use categorical values if they only have two categories or they represent a squential specter of something
# DATA <- DATA %>%
#   mutate(across(any_of(cur_traits), ~factor(.x)))


get_trait_corr.fun <- function(cur_traits, gr = 'layers', star = F, cor_val = F){

  DATA <- hdWGCNA::ModuleTraitCorrelation(
    DATA,
    cor_method = "spearman",
    traits = cur_traits,
    group.by=gr
  )
  
  # get the mt-correlation results
  mt_cor <- hdWGCNA::GetModuleTraitCorrelation(DATA)
  
  t(head(mt_cor$cor$Superficial))
  
  # P <- PlotModuleTraitCorrelation(
  #   DATA,
  #   label = 'fdr',
  #   label_symbol = 'stars',
  #   text_size = 2,
  #   text_digits = 2,
  #   text_color = 'white',
  #   high_color = 'red',
  #   mid_color = 'white',
  #   low_color = '#0D8CFF',
  #   plot_max = 0.2,
  #   combine=F
  # )
  
  # ComplexHeatmap
  col <- rev(c("#B2182B","#D6604D","#F4A582","#FDDBC7","#F7F7F7","#D1E5F0","#92C5DE","#4393C3","#2166AC"))
  library("ComplexHeatmap")
  P <- ord[1:11] %>%
    set_names() %>%
    imap(., ~Heatmap(na.omit(mt_cor$cor[[.x]]),
                     #col =circlize::colorRamp2(c(1, .75, .5, .25, 0, -.25, -.5, -.75, -1), rev(col)),
                     col =circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu", reverse = T), 
                     show_row_dend = F, show_column_dend = F, 
                     column_names_side = "top", column_names_rot = 0, 
                     name = .y,
                     column_names_centered = T,
                     
                     cell_fun = stars <- function(j, i, x, y, w, h, fill) {
                       # add value to min and max cor value:
                       if(cor_val){
                         if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == max(mt_cor$cor[[.x]], na.rm = T)) {
                           grid.text( round(max(mt_cor$cor[[.x]], na.rm = T), digits=1), x, y)}
                         if(!is.na(mt_cor$cor[[.x]][i, j]) & mt_cor$cor[[.x]][i, j] == min(mt_cor$cor[[.x]], na.rm = T)) {
                           grid.text(round(min(mt_cor$cor[[.x]], na.rm = T), digits=1), x, y)}
                         }else{NULL} 
                       # add significans stars:
                       if(star){
                                                    if(mt_cor$fdr[[.x]][i, j] < 0.001) {
                                                      grid.text("***", x, y)}
                                                    else if(mt_cor$fdr[[.x]][i, j] < 0.01) {
                                                      grid.text("**", x, y)}
                                                    }else{NULL} }
                     ) )
  l <- Legend(col_fun = circlize::colorRamp2(c(1,.5, 0, -.5, -1),hcl_palette ="RdBu"),
              legend_height = unit(7, units = "cm"), legend_width = unit(.5, units = "cm"))
  
  H_grob <- map(ord[1:11], ~grid.grabExpr(draw(P[[.x]], column_title=.x, show_heatmap_legend = FALSE)) ) 
  
  p <- wrap_plots(c(H_grob, list(grid.grabExpr(draw(l)))), ncol = 4, heights = 4)
  return(tibble(plot = list(p), cor_df = list(mt_cor)))
}

p <- get_trait_corr.fun(cur_bact, star = F, cor_val = T)
p <- get_trait_corr.fun(cur_traits, star = F, cor_val = T)
p <- get_trait_corr.fun(cur_enrich, star = F, cor_val = T, gr = 'groups')

# dev.new(width=17, height=15, noRStudioGD = TRUE)
p$plot[[1]]

ggsave("./Figures/hdWGCNA/ModuleTraitCor_Bact.png", p$plot[[1]], width = 17, height = 15, limitsize = F, bg="white")
ggsave("./Figures/hdWGCNA/ModuleTraitCor_Var.png", p$plot[[1]], width = 12, height = 10, limitsize = F, bg="white")


```


```{r Taxa-plot, eval=FALSE}
##################
# TAXA AREA PLOT #
##################
#### colour pallet ####
cols <- c( "#A8EDFC","#A8EDFC","#A8EDFC","#87c7c0","#a9e7e4","#c2ebe2","#7fe2e9","#7fe2e9","#83dafb","#83dafb",# 
           "#be6a7d","#f1a6b1","#E3E6AD","#F8D0A4","#c4ce96","#9aacce","#e1caff","#abc5bf",
           "#ffffd4","#c0a2c1","#c8ffd5","#c8ffd5","#afb7ee","#ffc8d9","#ffc8d9","#e7b993","#c8ffd5",
           "#c4cea9","#a1b37d","#a6cca7","#d1b9ee","#88c29c",
           "#fdcc8a","#91c6f7","#f5f8bd","#8db1c5","#fab0aa","#7cb6b6","#96f3eb","#6ececc")
n <- c('L. crispatus','L. acidophilus','L. crispatus/acidophilus','L. iners','L. other','L. jensenii','L. johnsonii',
       'L. gasseri/johnsonii/taiwanensis','L. reuteri', 'L. reuteri/oris/frumenti/antri',
       'Gardnerella','Prevotella','Atopobium','Sneathia','Megasphaera','Streptococcus',
       'Anaerococcus','Dialister','Mycoplasma','Bifidobacterium', 'Klebsiella', 'Citrobacter/Klebsiella',
       'Escherichia','Escherichia/Shigella', 'other')
cols <- set_names(c(cols[1:length(n)-1], "gray90"), n)

#### get taxa df ####
# order samples by percentage of gardnerella
factor.fun <- function(df, type="stack"){
  l <- c("L1"="L. crispatus/acidophilus", "L2"="L. jensenii", "L3"="L. iners", "L4"="Gardnerella")
  if(type=="identity"){l <- c("L1"="L. crispatus/acidophilus", "L2"="L. iners", 
                              "L3"="Gardnerella", "L4"="Gardnerella")}
  imap(l, ~filter(df, gr==.y & taxa==.x) %>% 
               arrange(., desc(Percent)) %>% pull(., "name") ) %>%
        unlist()}

df <- datasets$ASV_Luminal_raw_counts %>% 
  pivot_longer(cols = -Genus_taxa_luminal) %>%
  filter(name %in% sample_id) %>%
  left_join(., select(meta, name="ID", gr="Luminal_gr_v3"), by="name") %>%
  mutate(taxa = ifelse(.$Genus_taxa_luminal %in% n, .$Genus_taxa_luminal, "other")) %>%
  mutate(taxa = factor(taxa, levels = n)) %>%
  group_by( name ) %>%
  mutate(Percent = value/sum(value)) %>%
  mutate(name = factor(name, levels = factor.fun(.)))

# check if percentages add up to one
group_by(df, name) %>% summarize(total_percent = sum(Percent)) 
d <- group_by(df, taxa, name) %>% summarize(total_percent = sum(Percent)) 


#### one order ####
ggplot(df, aes(x=name, y=Percent, group=taxa, fill=taxa)) +
  geom_area(position = "fill") + 
  # geom_area(alpha=1, position = "identity") + # overlaping vs stacked 
  scale_color_manual(values = cols, aesthetics = c("color", "fill")) + theme_classic() +
  scale_y_continuous(labels = scales::percent) +
  theme(axis.text.x = element_text(angle = 30, hjust = 1), axis.title = element_blank(), legend.title = element_blank()) 
ggsave(filename=paste0("./Figures/02/", "Taxa_area_contineous.png"),  width = 7, height = 5, bg = "white")

##### order individually by luminal groups ####
taxa_plot.fun <- function(type){
  if(type=="identity"){col <- "Percent"}else{col <- "value"}
  
  # create individual dfs for each group, in order to order taxa for each separately:
  d <- df %>% 
    {if(type=="identity") mutate(., name = factor(name, levels = factor.fun(., type="identity"))) else .} %>%
    split(~gr) %>% 
    map(., ~ .x %>%
          arrange(., desc(Percent)) %>%
          mutate(., taxa = factor(taxa, levels=unique(.$taxa))) ) 
  # check resulting taxa levels
  d %>% map(., ~levels(.x$taxa)) 
  
  ggplot() + 
    geom_area(data = d$L1, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L2, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L3, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    geom_area(data = d$L4, aes(x=name, y=.data[[col]], group=taxa, fill=taxa), position = type) +
    
    #{if(type=="identity") 
    #  geom_line(data = df, aes(x=name, y=.data[[col]], group=taxa), color="white", size=.2)} + 
    scale_color_manual(values = cols, aesthetics = c("color", "fill") ) + theme_classic() +
    scale_y_continuous(labels = scales::percent) + 
    theme(axis.text.x = element_text(angle = 30, hjust = 1), 
          axis.title = element_blank(), legend.title = element_blank()) #legend.position=c(.9,.74),
}

taxa_plot.fun(type = "identity")
taxa_plot.fun(type = "fill")

ggsave(filename=paste0("./Figures/02/", "Taxa_area_plot_overlap.png"), width = 7.5, height = 5, bg = "white")
ggsave(filename=paste0("./Figures/02/", "Taxa_area_plot_stacked.png"),  width = 7.5, height = 5, bg = "white")

```





```{r visulization-functions, eval=FALSE}
#######################
# LINE PLOT PER LAYER #
#######################
layer_lines.fun <- function(DATA, feat, spatial_dist, facet = F, line = "mean", x_max=NULL, morf="epi", clus="^5$|^6$|^7|^8"){
  DAT <- DATA %>%
    filter(., grepl(morf, .$sp_annot)) %>%
    filter(., grepl(clus, .$Clusters)) %>%
    mutate(., FetchData(., vars = c(feat)) ) %>%
    select(orig.ident, groups, layers, all_of(c(feat)), {{spatial_dist}})
  
  if(morf=="epi"){probs <- c(0.179, 0.9025)}else{probs <- c(0.13, 0.78)}
  
    rects <- DAT %>%
    group_by(layers) %>%
    summarise(., ystart=min({{spatial_dist}}, na.rm=T), yend=max({{spatial_dist}}, na.rm=T),
              Q1=quantile({{spatial_dist}}, probs = probs[1], na.rm=T),
              Q3=quantile({{spatial_dist}}, probs = probs[2], na.rm=T)) %>%
    filter(!(is.infinite(.$ystart))) %>%
    mutate(Q1 = ifelse(.$Q1 == min(.$Q1), 0,.$Q1)) %>%
    mutate(Q3 = ifelse(.$Q3 == max(.$Q3), max(.$yend),.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "4", .$Q1+10,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "0", .$Q1-.6,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "Lower IM", .$Q1-.7,.$Q1)) %>%
    mutate(Q3 = ifelse(.$layers == "Upper IM", .$Q3+.95,.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "10", .$Q1+.5,.$Q1)) %>%
      {. ->> rect_df} %>%
    arrange(ystart) %>% ungroup()
        
    gr <- c( "#56B4E9","#009E73","#CC79A7","#FC8D62")
    mean <- DAT %>%
      #group_by(groups, layers) %>%
      summarize(mean = mean(.data[[feat]]), median = median(.data[[feat]]), .by = c("groups", "layers")) %>%
      left_join(rects, mean, by = c("layers")) 

  if(facet == TRUE){facets <- facet_wrap(~groups, ncol = 2) }else{facets <- NULL}
  
  dot <- ggplot() +
    #ggtitle(feature) +
    geom_rect(data = rects, alpha = 0.1, show.legend=FALSE,
              aes(xmin = -Inf, xmax = Inf, ymin = Q1, ymax = Q3, fill = layers)) +
    #geom_jitter(data = DAT, aes(x=.data[[feat]], y={{spatial_dist}}, col=layers), 
    #            width = 0.1, alpha = 0.7, size=.3) + 
    scale_fill_manual(values = col) + 
    
    #ggnewscale::new_scale_fill() +
    {if(!(is.null(line))){geom_segment(data=mean, aes(x=.data[[line]], y=Q1, xend=.data[[line]], yend=Q3, col=groups))}} +
    scale_colour_manual(values = gr) +
    # geom_smooth(data = filter(DAT, .data[[feat]] != 0), n=1000, aes(y={{spatial_dist}}, x=.data[[feat]], col=orig.ident)) + 
    guides(fill = guide_legend(override.aes = list(size=1), keyheight = .1, keywidth = .7)) + #, keyheight = .7,
    

    {if(!(is.null(x_max))){xlim(-.5, x_max)}} +
    facets + 
    
    #scale_y_reverse(expand = c(0, 0)) +
    scale_y_continuous(expand = c(0, 0)) +
    coord_flip() + 
    
    my_theme +
    theme(plot.margin = unit(c(.2,0,0,.2), "lines"),
          #legend.box.margin=margin(0,0,0,0),
          legend.key.spacing.y = unit(-8, "pt"),
          axis.title.x = element_blank(),
          legend.margin=margin(0,0,0,-5),
          panel.border = element_blank(),
          axis.line = element_line(),
          panel.grid.major = element_line(linewidth = 0.2),
          panel.grid.minor = element_line(linewidth = 0.1))
  return(dot)
}

#####################
# DOTPLOT PER LAYER #
#####################
layer_dotplot.fun <- function(DATA, feat, spatial_dist, facet = TRUE, line = "mean", x_max=NULL, morf="epi", clus="^5$|^6$|^7|^8"){
  DAT <- DATA %>%
    filter(., grepl(morf, .$sp_annot)) %>%
    filter(., grepl(clus, .$Clusters)) %>%
    mutate(., FetchData(., vars = c(feat)) ) %>%
    select(orig.ident, groups, layers, all_of(c(feat)), {{spatial_dist}})
  
  if(morf=="epi"){probs <- c(0.179, 0.9025)}else{probs <- c(0.13, 0.78)}
  
    rects <- DAT %>%
    group_by(layers) %>%
    summarise(., ystart=min({{spatial_dist}}, na.rm=T), yend=max({{spatial_dist}}, na.rm=T),
              Q1=quantile({{spatial_dist}}, probs = probs[1], na.rm=T),
              Q3=quantile({{spatial_dist}}, probs = probs[2], na.rm=T)) %>%
    filter(!(is.infinite(.$ystart))) %>%
    mutate(Q1 = ifelse(.$Q1 == min(.$Q1), 0,.$Q1)) %>%
    mutate(Q3 = ifelse(.$Q3 == max(.$Q3), max(.$yend),.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "4", .$Q1+10,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "0", .$Q1-.6,.$Q1)) %>%
    mutate(Q1 = ifelse(.$layers == "Lower IM", .$Q1-.7,.$Q1)) %>%
    mutate(Q3 = ifelse(.$layers == "Upper IM", .$Q3+.95,.$Q3)) %>%
    mutate(Q1 = ifelse(.$layers == "10", .$Q1+.5,.$Q1)) %>%
      {. ->> rect_df} %>%
    arrange(ystart) %>% ungroup()
        
    mean <- DAT %>%
      #group_by(groups, layers) %>%
      summarize(mean = mean(.data[[feat]]), median = median(.data[[feat]]), .by = c("groups", "layers")) %>%
      left_join(rects, mean, by = c("layers")) 

  if(facet == TRUE){facets <- facet_wrap(~groups, ncol = 2) }else{facets <- NULL}
  
  dot <- ggplot() +
    #ggtitle(feature) +
    geom_rect(data = rects, alpha = 0.1, show.legend=FALSE,
              aes(xmin = -Inf, xmax = Inf, ymin = Q1, ymax = Q3, fill = layers)) +
    geom_jitter(data = DAT, aes(x=.data[[feat]], y={{spatial_dist}}, col=layers), 
                width = 0.1, alpha = 0.7, size=.3) + 
    #geom_vline(data=mean, aes(xintercept=mean, col=layers)) +
    {if(!(is.null(line))){geom_segment(data=mean, aes(x=.data[[line]], y=Q1, xend=.data[[line]], yend=Q3, col=layers))}} +
    scale_fill_manual(values = col) + 
    scale_colour_manual(values = col) +
    # geom_smooth(data = filter(DAT, .data[[feat]] != 0), n=1000, aes(y={{spatial_dist}}, x=.data[[feat]], col=orig.ident)) + 
    guides(fill = guide_legend(override.aes = list(size=2), keyheight = .7, keywidth = .7)) +
    scale_y_reverse(expand = c(0, 0)) +
    #scale_x_continuous(expand = c(0, 0)) +
    {if(!(is.null(x_max))){xlim(-.5, x_max)}} +
    facets +
    my_theme + ylab("Similarity in gene expression") +
    theme(plot.margin = unit(c(0,.2,0,.2), "lines"),
          #legend.box.margin=margin(0,0,0,0),
          legend.margin=margin(0,0,0,-5),
          panel.spacing = unit(0, "cm"),
          panel.border = element_blank(),
          axis.line = element_line(),
          panel.grid.major = element_line(linewidth = 0.2),
          panel.grid.minor = element_line(linewidth = 0.1))
  return(dot)
}
```


```{r 08c_combined_dot_and_tissue_plot, fig.height=6, fig.width=6.75, eval=FALSE}
### Plot condition diff gene expression as dotplot and on tissue
#####################
# EPITHELIUM PLOTS #
#####################
genes <- c("MMP11")
col <- c("#E41A1C","#FF7F00","#C77CFF","#984EA3")
dot_epi <- map(genes, ~layer_dotplot.fun(DATA, .x, sp_dist_epi))
line_epi <- map(genes, ~layer_lines.fun(DATA, .x, sp_dist_epi))
wrap_plots(c(dot_epi, line_epi), ncol = 1, heights = c(1, .25))

#####################
# SUBMUCOSA PLOTS #
#####################
col <- c("#984EA3","#00A9FF","#377EB8","#CD9600","#e0e067","#7CAE00","#FF61CC","#FF9DA7","#999999","#A65628")
genes <- c("REV3L")
dot_sub <- map(genes, ~layer_dotplot.fun(DATA, .x, sp_dist_SubMuc, morf="SubMuc", line="mean", clus="8|^1$|^4$|^0|^3|^2|9|^10$|^11$|^12$"))
line_sub <- map(genes, ~layer_lines.fun(DATA, .x, sp_dist_SubMuc, morf="SubMuc", line="mean", clus="8|^1$|^4$|^0|^3|^2|9|^10$|^11$|^12$"))
wrap_plots(c(dot_sub, line_sub), ncol = 1, heights = c(1, .25))
```

```{r eval=FALSE}
############################
# COND EXPRESION ON TISSUE #
############################
# col <- RColorBrewer::brewer.pal(9,"PuRd")
# col <-  c("grey95", RColorBrewer::brewer.pal(9,"Reds"))
# col <- c("grey100","grey95", "mistyrose", "red", "dark red", "#870808", "black")
# col <- RColorBrewer::brewer.pal(9,"Purples")
col <- c("#EFEDF5", "#DADAEB", "#BCBDDC", "#9E9AC8", "#807DBA", "#6A51A3", "#54278F", "#3F007D") # Purples

cond_epi_DEGs <- c("SAMD9", "GPRC5A", "TGM3", "KRT19", "PKP1")
tissue_epi <- map(cond_epi_DEGs, 
        ~plot_st_feat.fun( DATA,orig.ident = 
                           geneid = .x,
                           zoom = "zoom",
                           col = col,
                           alpha = .9,
                           ncol = 4, 
                           annot_line = .1,
                           img_alpha = 0,
                           point_size = .75)) 

tissue_sub <- map(cond_SubMuc_DEGs, 
        ~plot_st_feat.fun( DATA,
                           geneid = .x,
                           zoom = "zoom",
                           col = col,
                           alpha = .9,
                           ncol = 4, 
                           annot_line = .1,
                           img_alpha = 0,
                           point_size = .75)) 

```

